Quantum computer based on optical vortices operating at room temperature using quantum logic gates and quantum annealing simultaneously

Abstract

To provide a quantum computing technology that overcomes problems of quantum bit storage, interlayer entanglement processing, and quantum wire management.SOLUTION: A quantum information processing device (1) includes: an antenna array section (10) that converts input information into electromagnetic waves, electric frequencies, or magnetic frequencies; and a chemical processor (23) to which the electromagnetic, electric, or magnetic frequencies are supplied. The chemical processor (23) creates helical nanowires and their assemblies whose structures are determined according to one or more variables that define and control the input information.SELECTED DRAWING: Figure 1

Description

Technical Field

[0001] This application relates to an information processing device based on quantum mechanics, a quantum computing device, a quantum version of a graphical processing unit or GPU, a single photon generator, an on-demand integrated quantum circuit, and a processing method.

Background Art

[0002] In recent years, various types of quantum computing technologies have been developed, and great efforts have been made to improve them (see, for example, Patent Documents 1 to 5 and Non-Patent Documents 1 to 3).

Prior Art Documents

Patent Documents

[0003]

Patent Document 1

Patent Document 2

Patent Document 3

Patent Document 4

Patent Document 5

[0004]

Non-Patent Document 1

Non-Patent Document 2

Non-Patent Document 3

Summary of the Invention

Problems to be Solved by the Invention

[0005] Although great efforts have been made in the development and improvement of quantum computing technology, there are several obstacles, such as the preservation of qubits, the processing of interlayer entanglement, and the management of quantum wires.

[0006] An example of the object of the present invention is to provide a quantum computing technology that overcomes the problems of qubit preservation, interlayer entanglement processing, and quantum wire management.

Means for Solving the Problems

[0007] To achieve the above object, a quantum information processing apparatus includes an antenna array unit that converts input information into electromagnetic, electrical, or magnetic frequencies, and a chemical processor to which the electromagnetic, electrical, or magnetic frequencies are supplied. The chemical processor creates helical nanowires and an aggregate thereof whose structures are determined according to one or more variables that define and control the input information.

[0008] To achieve the above object, a processing apparatus includes an input unit that receives input information, and an input data processing unit that analyzes changes such as a spatio-temporal loop in input data. Each loop is a repetitive event and represents a clock. The unit includes an input data processing unit that constructs one or more three-dimensional maps of the clock from the input information. Each clock is represented as a circle on the surface of a phase sphere that indicates a periodic change in a pair or combination of variables in the input information.

[0009] To achieve the above object, a single photon generator for topological photons includes a single photon beam light source, and a pair of vortex lenses arranged in parallel with respect to the pulsed single photon beam generated by the photon beam light source. By adjusting the relative angle between the pair of vortex lenses, the photon beam is converted into a three-dimensional hologram of photons that behave as topological photons.

[0010] To achieve the above object, an integrated quantum processing apparatus includes a plurality of quantum processing apparatuses. Each quantum processing apparatus includes an antenna array unit that converts input information into electromagnetic, electrical, or magnetic frequencies, and a chemical processor to which the electromagnetic, electrical, or magnetic frequencies are supplied. The chemical processor creates an aggregate of helical nanowires whose structures are determined according to one or more phenomena embedded in the input information.

[0011] To achieve the above object, the processing method receives input information in any form. In the preprocessing method, moving objects or entities in the input are detected, their movements are tracked to find loop-shaped movements, each loop is converted into a clock, one or more three-dimensional maps of the clock are constructed from the input information, and each clock is represented as a circle on the surface of a phase sphere indicating the periodic change of a pair or combination of variables in the input information.

Advantages of the Invention

[0012] According to an exemplary aspect of the present invention, it is possible to provide a quantum computing technology that overcomes the problems of qubit preservation, interlayer entanglement processing, and quantum wire management.

Brief Description of the Drawings

[0013]

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Embodiments for Carrying Out the Invention

[0014] <<Embodiment>> Hereinafter, embodiments of the present invention will be described in detail with reference to the drawings.

[0015] (Historical Overview and Embodiment of the Embodiment) Before entering into the details of this embodiment, a historical overview and some aspects of this embodiment will be briefly described.

[0016] Room-temperature quantum systems require special engineering to protect quantum bits (qubits) from external disruptions. For example, the energy levels can be adjusted to make the bandgap below the energy available at room temperature (kBT). In such situations, quantum error correction becomes more difficult because the decoherence rate increases and it becomes difficult to maintain entanglement. Nevertheless, error correction is extremely important for performing accurate quantum calculations. Since cooling is not achievable in room-temperature quantum computing, another approach is needed to scale up quantum systems. Researchers are actively working on solutions to these challenges. They are exploring techniques such as using electromagnetic resonance to couple qubits at distant locations or systematically increasing squeezing to suppress quantum errors. Furthermore, new materials like the NV centers in diamond, which remain isolated within the crystal even at room temperature, hold the potential to build room-temperature quantum computers. Overcoming these obstacles could lead to more practical and user-friendly quantum computing, benefiting a variety of applications.

[0017] In quantum computing, entanglement enables a "shared existence" among all options, allowing various choices to be linked so that observing one enables observing all. Thus, the number of computational steps can be reduced. Entangled qubits (entangled quantum bits) differ by geometric phases. Quantum logic gates are used to edit these geometric phases, while the dynamic phases representing the classical world remain constant. That is, a quantum circuit is a map of a geometric phase network, and collapsing all the qubits in the quantum circuit yields the classical projection or value of all the geometric phases in the network. This is the mechanism of all proposed quantum computers. However, in existing proposals for quantum computers, only two, three, or n finite classical states (Qudits) are linked as exits for an astronomical number of quantum options.

[0018] Problems with single photon downconversion (SPDC), a common approach to generating single photons, include parametric downconversion in nonlinear materials. In this method, photon pairs that can be separated using spectral, spatial, and polarization filters are generated. This method is advantageous due to its wavelength variability and the possibility of heralded photon (messenger photon) detection, but still exhibits Poisson emission statistics and lacks on-demand single photon generation. To solve this problem, antibunched radiation from isolated quantum emitters is preferred for deterministic single photon generation. However, losses in the emission, collection, and detection processes prevent registering single photons at a specific time. Controlling optical losses, optimizing photon collection, and addressing detector quantum efficiency and optical path losses are extremely important. In embodiments of the present application, significant advances are introduced by utilizing highly quantum efficient organic single molecules as emitters, improving the excitation pulse scheme, optimizing optical elements, and employing innovative metallo-dielectric antennas.

[0019] The problems of logic gate based quantum computers are as follows. Logic gate based quantum computers assume handling single qubits in a formal circuit. Therefore, when creating single qubits, it is desired that they survive alone. The entire circuit needs to be placed in an extremely low temperature bath protected from noise.

[0020] The problems of a quantum computer based on quantum annealing are as follows. Since multiple qubits are handled together, decoherence and non-adiabatic transition are fatal to a quantum computer based on quantum annealing. When a generalized potential plot with local minima and global minima moves and the system point moves, the key peak features are redefined. Therefore, the Hamiltonian of the calculation changes.

[0021] Adiabatic quantum computing is a method of solving computational problems by utilizing the adiabatic evolution of a quantum system. The driving Hamiltonian represents the initial state of the system, and the problem Hamiltonian represents the computational problem to be solved. During adiabatic evolution, the system starts from the ground state of the driving Hamiltonian and gradually evolves to the ground state of the problem Hamiltonian that contains the solution to the computational problem. This approach proposes a different way of performing quantum computing compared to the more commonly known gate-based quantum computing model. Therefore, it is all about switching from the ground state of one kind of Hamiltonian to another ground state.

[0022] Gate-based quantum computing is based on the principles of superposition and entanglement and can process multiple states simultaneously. In this approach, it is necessary to precisely control individual qubits and their interactions, which can be difficult due to the fragility inherent in quantum systems. However, since the relationships between different qubits can be designed as needed using logical gates, the implementation of general-purpose algorithms is not difficult, and it is possible to build a universal Turing machine.

[0023] On the one hand, adiabatic quantum computing relies on the adiabatic theorem of quantum mechanics. Instead of using quantum logic gates, the concept of adiabatic evolution is utilized. The system is initialized in the ground state of a simple Hamiltonian (the driving Hamiltonian) and slowly evolves to the ground state of the problem Hamiltonian that encodes the computational problem. The solution to the problem is encoded in the ground state of the problem Hamiltonian. Adiabatic quantum computing is more robust to certain types of errors and is suitable for solving optimization problems. Gate-based quantum computing is more versatile and can handle a wide range of computational tasks, while adiabatic quantum computing is particularly suitable for solving optimization problems. However, which of these two approaches to choose depends on the specific problem at hand, the available resources, and the constraints.

[0024] Attempts have been made to build adiabatic quantum computers capable of performing logical processing, but there have been no successful examples to date. By fusing these two types of computing, not only can individual qubits be edited, but all qubits can be packed into the driving Hamiltonian, and all qubits can be driven together to the problem Hamiltonian by the driving Hamiltonian. The problem Hamiltonian leads to the solution of the problem.

[0025] The problems of existing quantum computing technologies can also be expressed as follows.

[0026] Problem 1: An important hurdle in quantum computer development is to divide the possible solutions into different groups, each capable of a series of Quantum Fourier Transform (QFT) operations. Converting the entire solution database into an interconnected set of QFTs is a very difficult task. Software engineers responsible for developing quantum algorithms spend a great deal of time analyzing and classifying potential solutions and must establish the phase relationships within each group. At this step, it is necessary to comprehensively understand all possible problem-solving solutions even before actual calculations are performed. The classification process requires a great deal of manual work and often involves trial-and-error simulations to confirm the interrelationships between different QFTs. Only by overcoming these obstacles and generating a properly designed quantum algorithm can the implementation on a quantum processor proceed.

[0027] Problem 2: One of the important issues in quantum computer development is to preserve qubits for a long time and ensure their survival until the interconnected operations within the quantum circuit are completed. Realizing a large-scale quantum circuit with a large number of qubits is only part of the problem. It is extremely important to maintain the entanglement between qubits even if they are far apart within the quantum circuit. Most of the progress in quantum computing has focused on increasing the number of entangled qubits, but research on interconnected operations remains limited. Extracting data from different parts of a quantum circuit without destroying entanglement is a theoretically proposed but not yet practically realized technique. Also, generating and simultaneously processing information across different layers of entanglement is an important issue.

[0028] Problem 2A: Further, due to the limitations of high-density implementation of quantum circuits, the problem of quantum wires arises. Unlike classical processors with wiring of kilometers per square centimeter, in quantum circuits, this level of wiring density leads to the formation of unnecessary entangled states or requires the modification of shared tensors.

[0029] These three issues (qubit preservation, interlayer entanglement processing, quantum wire management) are important engineering obstacles that must be overcome to enable efficient quantum error correction and complex circuits.

[0030] Problem 3: The complexity of writing algorithms. Existing computers follow instructions written by human users. Each line must be written one instruction at a time. Self-learning algorithms are also lists of instructions.

[0031] Problem 4: For a quantum computer using logic gates, a major problem is addressing each qubit individually and keeping all qubits at a single entanglement level. This problem does not occur in adiabatic quantum computing. On the other hand, since adiabatic quantum computers do not handle all qubits, the complex details of input problems are not considered in decision making. These two types of computers have never been conceptually combined before. According to embodiments of the present invention, the advantages of both logic gate-based quantum computers and adiabatic quantum computers are considered.

[0032] (Outline of means for solving the problems) Hereinafter, an outline of means for solving the problems will be described.

[0033] (Means mainly for solving Problem 1) In an embodiment of the present application, a protocol utilizing microwave and radiowave-induced organic synthesis was developed to automate the laborious tasks involved in the aforementioned process.

[0034] (Means mainly for solving problems 2 and 2A) We understand that individual qubit-based quantum computers cannot solve the above three challenges, and we created a hologram of 12 qubits. This hologram is a 3D structure of rings of light, also called optical vortices, that form a dodecahedron. When several such 3D geometric shapes of light are created and the rings change their diameter in astronomical ways, the geometric shape of the 3D structure of the light rings deforms and becomes resistant to interaction with the environment. So far, it has been difficult to maintain quantum coherence in scaled-up quantum circuits. However, as shown in the embodiments of the present application, the fractal packing of 3D optical structures (3D structures of light rings, or optical structure OS) enables the scaling up of computing circuits. By packing multiple qubits into a 3D geometric shape, it becomes possible to encode the entire quantum circuit into a single geometric shape. Since the corners of the geometric shape (the corners of the 3D structure of the light ring) form phase singularity regions, new geometric shapes can be inserted into the undefined singularity regions. In other words, according to the embodiments of the present invention, these 3D hierarchical structures of light rings are generated and utilized as quantum circuits. These quantum circuits can also be called fractal quantum circuits. In this way, fractal quantum circuits (also called fractal circuits) are created for the quantum computer according to the present invention. Fractal quantum circuits enable quantum information to be given to any part of the structure (3D structure of the light ring), which will trigger the information processing of the entire fractal quantum circuit.

[0035] (Means mainly for solving Problem 3) A quantum computer (quantum processing device, processing device, photon generator, integrated quantum processing device according to the present embodiment) embeds sensors that are specially designed to extract periodic changes in variables and store the entire event as separate Hilbert spaces or phase spheres. According to an exemplary configuration of the present embodiment, these variables can be embedded in the input information.

[0036] The quantum computer according to the present embodiment can also integrate different phase spheres or Hilbert spaces into a 3D architecture (e.g., a 3D (hierarchical) structure of a ring of light). In the present embodiment, this 3D architecture is represented and called a 3D clock assembly. The variations of the 3D clock assembly included in the quantum computer according to the present embodiment can act as a higher-dimensional clock assembly. Each dimension holds the architecture of a different 3D clock assembly or Hilbert space. Therefore, the quantum processor according to the present embodiment extracts variables and all their possible geometric relationships from the unknown data embedded in the input information that the computer hardware does not know in advance. The 3D map of the variables holds the geometric shape as an invariant, for example, in the form of a 3D (hierarchical) structure of a ring of light. When a clock (e.g., the 3D clock assembly described above) operates in this architecture, the future course of events unfolds as continuous symmetry-breaking points are brought about due to thermodynamic entropy. The 3D architecture (3D (hierarchical) structure of a ring of light) can be converted into a mathematical formula with variables and invariants. A scientist is needed to discover new phenomena, and the quantum computer according to the present embodiment functions as an invariant network explorer.

[0037] (Means mainly for solving problem 4) In order to fuse the above two computing concepts, first, a structure that integrates with other qubits and represents the starting Hamiltonian needs to be constructed. A special qubit is required such that this structure continues to evolve to construct the problem Hamiltonian and finally derive a solution. That is, by precisely controlling individual qubits, it becomes possible to encode the complex details of the input information. The logic gate provides an exact driving Hamiltonian and relocates the QFT module to an organized structure representing the problem Hamiltonian by further growing the structure in the next step. Quantum annealing condenses the QFT module to the final solution. As described in the embodiments of the present application, the quantum computer according to this embodiment can fuse the above two computing concepts. (Summary of Aspects and Effects of the Invention) Exemplary aspects and advantageous effects of the present invention are summarized below. Each aspect according to the embodiments of the present invention may have at least one of the following advantageous effects.

[0038] 1. By introducing operations such as QFT in the preprocessing of input information, the need for quantum algorithms is reduced. In a conventional quantum computer, the solution space (dataset) containing all possible solutions to a certain problem is divided into multiple sets or groups in which similar types of data are stored or generated. Here, each group needs to be programmed as a QFT system. So far, in actual problems that no quantum computer has tackled, it is necessary to identify, analyze, formulate, and program the multi-dimensional relationships among many QFT systems. We have developed an input information capture system (the processing device according to this embodiment) that captures such multi-dimensional relationships together with key QFT parameters from recurring events (recurring events, repetitive events, recursive events) embedded in the input information. Therefore, according to this embodiment, the mode of information capture is fundamentally different, and once the captured relationship is registered or processed analogously in the hardware, the relationship will not disappear during processing.

[0039] 2. Automated synthesis of quantum logic gates and quantum Fourier transform circuits: In the design of a conventional quantum computer, the tasks of logic gates were as follows. A logic gate takes multiple qubits as inputs, adjusts their relative phases, and outputs while maintaining entanglement. The main purpose of passing a set of qubits through a logic gate is to edit and readjust the relative geometric phases of the qubits according to the needs of the calculation. Here, according to this embodiment, the synthesis of the nanowire architecture is driven by a protocol that determines the invariance between sets of variables. Here, in the synthesis, the nanowire architecture grows from a single molecule to the maximum scale in a chemical reaction beaker (the beaker of the (quantum) processing device according to this embodiment) that acts as a processor. It should be noted that the quantum computer according to this embodiment does not use a stream of qubits or a quantum circuit composed of various logic gates that change the geometric phase so that a series of measurements bring about a desired result.

[0040] 3. The fastest resonator controls the computing time: The computing time increases with the number of resonators, as determined by the internal and above network as the digits after the last digit of the previous computing step. For example, if N resonators take 1 second and there are m oscillators that rotate once per microsecond among N oscillators, there will be a total of N×m (N times m) oscillators. In the case of a conventional serial processor, the processing time is about 1 second. However, in the fractal aggregate (e.g., 3D (hierarchical) structure of an optical ring) according to the embodiment of the present invention, since the slowest clock does not determine the speed, a coupling structure is formed and the system completes the task in a few microseconds. When m oscillators contain p oscillators, N×m×p (N times m times p) oscillators complete the calculation in the measurement with the fastest and smallest core.

[0041] 4. Topological stability and automated noise tolerance: According to this embodiment, our qubits are formed by the superposition of photons rotating clockwise and counterclockwise, following the same principle as other quantum optical research. However, our approach is different from other research by implementing a specific protocol that never isolates any qubit. The qubits are packed into a 3D geometric shape (e.g., a 3D (hierarchical) structure of an optical ring). In the embodiment of the present invention, to disrupt the entanglement between the two superimposed states of a qubit, environmental photons must disrupt the entire geometric structure (the 3D structure of the optical ring) without disturbing the overall balance. Since the geometric structure is composed of aperiodic signals, it is difficult for noise to match multiple periodically separated frequencies, and this task is difficult for noise. Here, the number of planes of the 3D shape (the 3D structure of the optical ring) corresponds to the number of frequencies. When two three-dimensional structures of light (two 3D structures of the optical ring) are combined, the situation is similar to the covalent bond between two atoms in a molecule. The angles of these light structures function as singularities where the values of local regions change randomly. These singularities from separate 3D geometric structures of light become entangled, and ultimately the entire information structure behaves like a covalent-bonded molecule. As a result, according to this embodiment, the topological stability of the system enables the exploration of quantum computing functions at room temperature and in an ambient atmosphere.

[0042] 5. Redefinition of the concept of high dimensions: The classical state can be different due to the dynamic phase where the system point returns to the starting point when the phase rotates 360 degrees. In the case of quantum states, all entangled states have the same dynamic phase, and the sign of the phase change cannot be found in the classical world. However, in the quantum world, they are governed by geometric phases. This phase changes like a helix as a function of time, where the system point tries to return to the starting state but cannot. In a conventional quantum computer, dimension means that there are n vectors for n qubits, and all vectors extend radially outward from the center of the phase sphere. All vectors are equally spaced at an angle of 2π / n. The more qubits there are, the denser the vectors become, and each vector represents a dimension. We have changed the definition of dimension. We differentiate with respect to the symmetry available for the formation of geometric phases, and in the region of singularities, an orthogonal phase transition occurs, that is, the phase boundary in the singularity region becomes the boundary condition of the phase space of all elements of the next higher dimension. In this way, we redefine the definition of dimension while integrating quantum information.

[0043] 6. There is no wiring for wireless processing, and the memory and the processor are the same device: In the arithmetic unit (computing device) according to this embodiment, qubits adopted by photons are packed into a three-dimensional geometric structure (for example, a three-dimensional (hierarchical) structure of an optical ring), so that each plane in the three-dimensional geometric structure holds a system point having a geometric phase. The helical nanowire according to this embodiment can generate, for example, an icosahedron or a dodecahedron. The symmetry breaking can be expressed as equivalent to a topological transformation on the optical structure. When the helical nanowires according to this embodiment self-assemble (self-organize) overlapping each other in multiple layers, a gel network composed of millions of nanowires forms a hierarchical network of symmetries. When resonant communication occurs, self-similar symmetries form singular elements. In other words, the hierarchical network can be regarded as a wirelessly connected structure for a quantum circuit. Furthermore, there is something even more important. Since the self-organization of the nanowires continues from layer to layer, the symmetry of the hierarchical structure guarantees a circuit of a circuit.

[0044] 7. Pure optical quantum computing and no need for extremely low temperatures: According to an embodiment of the present invention, an organic helical nanowire (organic helical-shaped nanowire) is grown as an elementary decision making device of a quantum computer. A chemical beaker (the beaker of the (quantum) processing device according to the present embodiment) may be too hot, and it can also be considered that a quantum state cannot survive in such a high-temperature chemical beaker. What is important is that qubits are not created inside the nanowire or its self-assembled structure. The role of using a substance (for example, a helical nanowire in a beaker) is to modulate a topological photon or a 3D hologram of an optical structure of 12 qubits (as an example of a 3D (hierarchical) structure of a ring of light) that functions as a logic gate processor. In an exemplary embodiment, 12 singular point regions of this photon structure can be edited as part of computing. Therefore, there is no need to store the nanowire frozen.

[0045] 8. Light computes and matter stores: Dual-mode processing: The structure of light changes to filter, distinguish, integrate information, and write it into matter. (Differences between the present invention and the background art) The following describes the differences between the quantum computer according to the present embodiment and other versions of quantum computers.

[0046] 1. By using a polyatomic time crystal, the need for quantum Fourier transform (QFT) is reduced: Quantum computing based on logic gates depends on harvesting a group of entangled options where all possible routes to find a solution are phase-correlated, and by applying microwaves, it collapses and is checked at once. In an embodiment of the present invention, an alternative means is used. The quantum computer according to the present embodiment represents astronomically repeated events as one clock (a ring of light in real space or phase space (phase sphere)), Find various types of clocks, place them in 3D space, which is called a polyatomic time crystal (here, the polyatomic time crystal is an example of a 3D (hierarchical) structure of a ring of light), Send the polyatomic time crystal to a chemical beaker for calculation.

[0047] Therefore, according to this embodiment, the input is prepared to provide much more than QFT. In QFT, decayed clocks or variables are separate, but according to this embodiment, the astronomical correlations and configurations of events or classes of clocks or variables are mapped. In other words, the processing device according to this embodiment captures the movement of pixels of input graphics (input information), maps it into a loop, functions like a network of correlated quantum Fourier transform (QFT), and adopts a clock-based language to rewrite the input, eliminating the need for quantum algorithms.

[0048] In conventional QFT, hierarchical phase integration is not included. One QFT has one type of periodicity, which does not change. In our QFT, we integrate individual series representing QFT. By utilizing phase specificity, we can find the similarity to glue various types of QFT with different periodicities.

[0049] 2. We redefined the concept of dimension and created the basic operations of a computer: In conventional quantum computing, a new dimension means adding a new radial vector from the center in the same Bloch sphere. In the embodiment of the present invention, a general orthogonal transformation is performed using quantum technology, and the invariant is obtained by utilizing the interaction between light and matter. The derived invariant is an element of a higher dimension that is not a rotation on the same phase.

[0050] 3. Replace quantum logic gates with a unique self-organization process: Here, in the embodiments of the present invention, the self-organization of helical nanowires derives invariance layer above layer, and each layer resonates in a typical time domain. A single photon of a geometric shape (e.g., a 3D (hierarchical) structure of an optical ring, more specifically, for example, an icosahedron) interacts with all layers, deforms all 12 planes, each layer of the nanowire edits each face, and we obtain a 12D vector. In other words, each layer of the helical nanowire according to the embodiment corresponds to each plane of the 3D (hierarchical) structure of the optical ring, and a multi-dimensional vector is obtained whose dimension is equal to the number of planes of the 3D (hierarchical) structure of the optical ring. For example, the output is the differential product (difference product) of two 12-dimensional complex vectors A and B

Number

Number

[0051] Conventional quantum logic gates rotate the phase of the input state and give a unique relative relationship between the states involved in the output. The product of two complex 2D vectors is always a rotation on a 2D plane, and the differentiation of a complex number means a phase shift. Here, in the embodiments of the present invention, the set of rotation and phase shift plays a role in connecting invariants of different dimensions. By synthesizing an invariant network, more than what a quantum logic gate can achieve is obtained.

[0052] 4. Instead of using prefabricated quantum circuits like conventional quantum computers, use a circuit synthesizer specific to the problem: Here, in an embodiment of the present invention, a chemical beaker for synthesizing an organic gel is used as a circuit fabricator. When a single precursor molecule is creating the helical nanowire described above, by pumping an infrared laser into the chemical beaker (e.g., within the chemical beaker of the chemical processing apparatus according to this embodiment), the shape of the helical nanowire is precisely controlled. When the chemical energy is adapted to coherent photons, the reaction beaker (chemical beaker) changes to a plasma state that is neither liquid nor gel. Thereafter, microwave input is prepared, and a 3D (quantum) circuit customized for a specific problem is created. In other words, according to an embodiment of the present invention, a customized 3D (quantum) circuit specialized for a problem is created in the form of a helical nanowire with shape control within a chemical processor. We are exploring an in situ quantum circuit that is naturally synthesized without human intervention. The gel can also be melted and reused.

[0053] 5. Truly harvest the shared existence of quantum mechanics: As an exemplary configuration of the embodiment, 16 chemical beakers (each arranged in each chemical processor) are physically separated, but create a single quantum state as a 16x16 tensor. Using (quantum) teleportation, the elements of the tensors generated in 16 separate beakers are made to interact. Shift the composition of the beakers so that the same information evolves into different symmetries along preferences. In this way, (quantum) teleportation assists in the automated weighing of different future possibilities by phase shifting and rotation mapping of conditional relations between different future outcomes.

[0054] 6. Symmetry of geometric shapes makes the decision: As an exemplary configuration of the embodiment, the twelve planes of a dodecahedron perform the integration and differentiation of at least twelve variables at once, find invariants in the chemical beaker, and map the correlation relationships of multi-channel options in high dimensions. It is a calculation in which the construction, destruction, fusion, and deformation of geometric shapes construct a weight map of all variables as a three-dimensional geometric structure (the three-dimensional (hierarchical) structure of a ring of light), rather than numbers.

[0055] 7. Quantum annealing using quantum cloaking: Instead of reducing many options, quantum cloaking in the gel makes unwanted helical nanowires disappear, so that spatial light modulators (SLMs) can discover and map the relationships between many options by tunneling through invisible nanowires. Thus, a single SLM circuit functions as an overlay of many circuits. It is possible to map the high-dimensional and multi-channel correlation relationships of options, where the options are recurring events.

[0056] 8. Quantum non-demolition reading of the outputs of all individual local circuits: Birefringence ensures the formation of a tangled 3D photon source within the local circuit, and the evanescent beam ensures the writing of the charge density distribution on the 3D photon structure (the 3D (hierarchical) structure of a ring of light). Three orthogonal faces of a dodecahedron (an example of the 3D (hierarchical) structure of a ring of light), also called orthogonal golden faces, interact with all local circuits (local elements) or 3D assemblies of helical nanowires, read their many-atom time crystals even under noise, and write to the twelve faces of the associated dodecahedron.

[0057] (Description of various elements and aspects in the embodiment) Hereinafter, various elements and aspects developed and utilized in this embodiment will be described. The quantum processing device, processing device, photon generator, integrated quantum processing device, and processing method according to this embodiment include at least one of the following elements and aspects.

[0058] (Single photon source) The single photon source according to this embodiment is one or more helical nanowires (for example, made of Ni); one or more magnetic films; and one or more laser light sources and includes. In this embodiment, the helical nanowires in the magnetic film are mechanically accelerated by a laser light source. The Ni nanowires are held in an oil bubble, formed into a thin film, opposed to the laser light, and the laser light is converted into a single photon source.

[0059] (Topological photon source) The topological photon source is an exemplary configuration of the photon generator according to this embodiment.

[0060] The main feature of the quantum computer according to this embodiment is realized, for example, as a three-dimensional structure of photons. It is possible to create a light structure (photon structure, light structure) in the shape of a cube, prism, sphere, dodecahedron, icosahedron, etc. (each an example of a three-dimensional (hierarchical) structure of a light ring). The quantum computer according to this embodiment operates as follows: Change the three-dimensional structure of light, Compare the three-dimensional shape of the changed three-dimensional structure of light with the unchanged three-dimensional structure of light.

[0061] The interaction between light and matter plays two roles in this embodiment: First, provide pure input information from the outside to the light structure; Depending on the hidden symmetry of the topological structure encoded in the input information and the associated geometric constraints (when rewritten as a 3D clock assembly), the input information spontaneously evolves, and its variations are also encoded in the light structure.

[0062] The output after the interaction of light and matter is the statistical distribution of the modified light structure, and different aspects of the evolution of the input phenomenon embedded in the input information are visualized in the output. The helical nanowire and the chemical beaker do not calculate but store memories and change the topology of the light structure, so there is no need to cool them down. Instead of holding qubits in the helical nanowire, they are held in the light structure. The helical nanowire generates an evanescent wave, and all the information is encoded in that evanescent wave. When light interacts with the evanescent wave, information is acquired.

[0063] (Memory processing device) The quantum computer according to this embodiment is realized, for example, as an optical device. It generates a three-dimensional photon structure with a 12 / 20 plane and performs calculations by changing its shape. In an optical structure, it is well known that it cannot have a memory that can be stored, read, and rewritten like a conventional computer. According to the embodiment, although the computing material is an optical structure, memories are stored in helical nanowires that are synthesized on demand in a chemical reaction chamber (chemical processor) according to the input information. The memory device changes the three-dimensional structure of light and encodes the stored information, and multiple three-dimensional structures interfere in space and exchange quantum information. Therefore, the processor can also be represented as an empty space or a quantum domain where the boundaries are not defined.

[0064] (Acquisition of a 3D electromagnetic field network and reliable input) One important part of the quantum computer according to the embodiment is the creation of a 3D electromagnetic field network by the interference of electromagnetic fields. Constructive and destructive interference forms 3D lines of light or darkness. These lines are called knots of darkness. Create this network in a chemical reaction beaker to control the formation of helical nanowires with specific length pitches and diameters and encode information.

[0065] (Interactive quantum mode for 3D electromagnetic field network and user-defined applications) Also, when seeking the composite output of the quantum computer according to this embodiment by interfering a part of the single photons generated by 16 chemical processor beakers with an optical fiber in an optical cavity, a 3D electromagnetic field network is also used. To ask questions by the user, 3D electromagnetic knots (the aforementioned 3D bright and dark lines) are generated in the optical cavity. When importing input information into the quantum computer, it is raw data and there are no instructions from the user. The only place to ask specific questions is inside the optical cavity where the 16 parts of the solution come and interfere, and the user can navigate and learn a lot about the roles of different symmetries and future predictions by interacting with the 3D structure of the superimposed light (e.g., the 3D (hierarchical) structure of a ring of light) using the 3D electromagnetic field.

[0066] (Calculation process) Some aspects of the calculation process according to this embodiment can be expressed as follows.

[0067] When making a decision, it is necessary to analyze and generate multiple future results. According to this embodiment, when creating a 3D clock assembly (e.g., a three-dimensional (hierarchical) structure of an optical ring, GML (Geometric musical language)) from an input (input information), the analysis is automatically performed. This is because the quantum computer according to this embodiment obtains a map of the interactions of all variables embedded in and extracted from the input information. The 3D clock assembly is not only a model of a phenomenon but also a future result if things proceed as they are. However, there may be inherent features in it that humans can speculate on and intuitively bring new ideas. What should we do when trying to replace a software engineer? The 3D clock assembly can be expressed as a piece of music. Creating a new piece of music from one input piece of music is the basis of a new type of computing introduced in the embodiment. When writing an algorithm, we only integrate facts. However, according to the new computing in this embodiment, we obtain not the facts but the nested relations between the facts. The relations are new information, the relations are expressed as invariants, and the network of invariants is a memory element. Once multiple related pieces of music are created, they can be played back as they are. However, in the phase prime metric (Bandyopadhyay 2020; A. Bandyopadhyay; S. Ghosh; D. Fujita; Human brain like intelligent decision-making machine; JP-2017-150173;), there are relations between integers. One integer can represent a class of a specific piece of music. Connecting integers means connecting pieces of music.The patterns generated by connecting ordered factors (the number of arrays of divisors is equal to the number of curves) with metrics suggest how multiple unique curves combine to form a geometric transformation that changes the course of events in a specific direction. Thus, each prime acquires very special characteristics.

[0068] As described above, in the quantum computer according to this embodiment, Geometric musical language, GML (A. Bandyopadhyay, S. Ghosh, D. Fujita; Universal Geometric-musical language for big data processing in an assembly of clocking resonators, JP-2017-150171, 2017 / 8 / 2) is used, and variables and periodic instances of an event are detected as clocks (circles of light, in other words, periodicity) embedded in a phase sphere or a Bloch sphere, and a three-dimensional assembly of clocks becomes a three-dimensional assembly of Bloch spheres. Due to the originality of using the geometric configuration of the Bloch sphere, as described in this embodiment, encoding of quantum information in higher dimensions becomes possible.

[0069] The GML or 3D clock assembly (3D (hierarchical) structure of the light ring) maps all variables connected to the geometric shape. Therefore, the GML is also, for example, a 3D assembly of six basic 2D geometric shapes: lines, triangles, squares, pentagons, hexagons, and circles. These geometric shapes do not change even if the diameter of the clock (the ring of light embedded in real space, the phase sphere, or the Bloch sphere) changes. When the diameter of the clock is fixed, the geometric shape does not change until the center of the clock deviates from a circular or spherical region (in real space or the phase sphere). Since the encoded geometric shape is quantum information, when the diameter of the clock changes or the center of the clock moves, the quantum circuit automatically corrects errors. In practical applications, the quantum circuit according to this embodiment automatically corrects errors, meaning that it is fault tolerant even if the reproducibility of instances in the real world or the interaction between variables changes.

[0070] According to this embodiment, the 3D clock assembly (3D (hierarchical) structure of the light ring) itself is a quantum circuit. However, a clock can be embedded inside the 3D clock assembly. At the same time, the entire 3D clock assembly is embedded inside one clock from above. These inner world "within" and outer world "above" are encoded in orthogonal spaces or different dimensions so as to provide an invariant between two input data sets when the input information passes through either of the two layers.

[0071] Due to different dimensions, an observer limited to one dimension can only see one quantum circuit or a three-dimensional clock assembly at a time. Other circuits are embedded in other dimensions. In conventional quantum circuits, interactions between different dimensions were not considered. The dodecanion or multinion algebra developed by the present inventors is generated by the interaction of two widely separated dimensions and is used to obtain the composition of invariants that affect other dimensions. The multinion algebra can map the hierarchy of multinions with different dimensions. One multinion tensor is decomposed into various compositions of lower-dimensional multinion tensors. Thus, the quantum computer according to this embodiment uses different dimensions of tensors as different layers of memory elements that store geometric shapes as invariants. When invariants of two different dimensions interact, new invariants are constructed. The resulting invariants are stored in a new dimension and revealed by the multinion tensor product. Thus, the quantum computer functions as an invariant explorer. Since all dimensions according to this embodiment are interconnected, the output of the quantum computer becomes an invariant network.

[0072] By using higher dimensions, it is guaranteed that the information encoded in the quantum computer according to this embodiment is inaccessible to the observer. The observer can only see one dimension at a time.

[0073] (Further aspects of the embodiment) The further aspects of the embodiment can be expressed as follows.

[0074] (Protective measures for keeping a single photon surviving during calculations) To ensure mutual survival and optimal performance, several technical devices are considered. First, the helical nanowire according to this embodiment stores memory and enables the minimization or neglect of quantum information loss during data transfer by the 3D structure of light (3D (hierarchical) structure of the light ring), which is an actual computing element. Thus, the precise control of quantum gates is ensured with molecular precision of the nanowire topology. Since the ability to efficiently entangle the qubits of a quantum computer cannot be freely set in hardware, only 12 qubits entangled in a single topology are edited for computing, and the protocol itself enables the faithful transfer of quantum states between the processor and memory according to this embodiment. It should be noted again that the processor according to this embodiment can be represented as an empty space, a quantum space, or an optical cavity where different 3D structures of light (the above-mentioned 3D (hierarchical) structure of the light ring) can interfere. Second, according to this embodiment, the storage and retrieval times of the quantum memory are compatible with the overall timeline of quantum computing. An efficient buffering mechanism and error correction protocol are adopted to squeeze single photons to address the mismatch between the processing speed of the quantum processor and the read and write operations of the quantum memory. Furthermore, according to this embodiment, the decoherence rate of the quantum memory itself is kept significantly lower than the threshold by using a helical twisted electromagnetic field that leads to information loss during storage. The electromagnetic field used throughout the computer according to this embodiment uses a twisted field for both writing the input information and subsequent interaction with the user. This means that the electromagnetic field rotates with angular momentum (in other words, an electromagnetic vortex is used), causing a single photon to propagate along a helical path.In other words, we always ensure that the geometric phase generated by the evanescent magnetic field modulates the structure of the photon, and due to the typical symmetry of the photon's structure, non-helical phase structures cannot break the three-dimensional structure of light (the three-dimensional (hierarchical) structure of the light ring). By tuning this helical or twisted electromagnetic field, topological photons can maintain their stability and be isolated from environmental noise as much as possible.

[0075] (How to ensure the integration of logic gates and quantum annealing?) In this embodiment, a solution of micromolecules is placed in a chemical beaker. Here, when information input (input information) is sent as an electromagnetic signal, it is found that these single molecules form nanowires, and the Hamiltonian of the first problem is obtained. This is because helical nanowires follow a Hamiltonian dedicated to helical symmetry. And in the next step, as an infrared laser is injected so that the system self-evolves and self-corrects, these nanowires self-assemble to form a superstructure that moves towards the energy minimum condition driven by another Hamiltonian. In this way, two types of Hamiltonians are realized. When writing information inside a single nanowire, it becomes an operation like a logic gate. This is because, according to this embodiment, each individual qubit is addressed and controlled in information processing.

[0076] (How to prove that quantum computing is really taking place in a quantum computer) For the same input, compare two computational outputs, one using single photons and the other using topological photons (e.g., a three-dimensional (hierarchical) structure of an optical ring). If unique symmetries in the computational output are found only when single photons are used in the computation between different periodic events, then single photons enable contributions beyond the limits allowed by chemical beaker-based processors in 16 beakers. This satisfies Bell's inequality.

[0077] A complete interface for a quantum computer has been developed. The quantum computer according to this embodiment has a camera that provides, as input information, any form of graphics or graphic data, still images, or videos. In the quantum computer, the input information is converted into a set of frequencies of electromagnetic signals, and each frequency represents a periodic or repetitive event occurring in the input data (input information). Next, all possible interactions that can occur between periodic events are mapped by a simulator (processing device), and using a time-lapse data supply process, each snapshot is sent to a chemical beaker in the chemical processor of the quantum computer at specific time intervals, and finally, the quantum computer constructs a 3D structure (e.g., a 3D (hierarchical) structure of an optical ring). This analog method helps to obtain the true topological form of the input data (input information), which is impossible with a digital camera.

[0078] (Removal of thermal noise: adiabatic insulation). The following is an explanation of how to prevent thermal noise at room temperature and unwanted signals in the environment from breaking entanglement through decoherence and non-adiabatic transitions.

[0079] First, the best example of isolation from the environment is obtained from the molecular property according to this embodiment. All molecules have a core part that vibrates rapidly while isolated and a peripheral part that interacts with the environment and vibrates significantly slowly. There is a vibration mismatch of several orders of magnitude at the same time, and the inner core and outer core of the molecule are covalently bonded, and they are part of a single molecular structure that forms an adiabatic system. At the junction, additional vibrations are generated with geometric phases. Therefore, using the same principle as when a nanowire grows, molecules are always selected so that the structure experiences two layers.

[0080] Second, in the quantum computer according to this embodiment, when one of the vibration modes is disturbed by noise, a helical geometric phase that causes convergence or divergence to generate positive or negative vortices is always used. To eliminate the influence of noise leading to decoherence, no non-helical signal is used anywhere in the computer. Even the input electromagnetic signal is converted into a vortex by adding angular momentum, and the electromagnetic wave is converted into a helical geometric phase. Even our materials follow helical symmetry from a single helical nanowire to the largest structure. The hierarchical network of geometric phases is another basic step we designed. When the nanowires self-assemble to form a superstructure, the geometric phases generated by the individual nanowires are also integrated and connected by the new geometric phases formed due to the relative interaction between the two helical nanowires. Therefore, for decoherence and non-adiabatic transitions, the noise must break the entire network of geometric phases.

[0081] Thirdly, according to the quantum computer of the present embodiment, the ground state of the potential well is not used to construct the quantum computer. Most of the prior art quantum computers use the ground state as the computing state because when the entire computing circuit is cooled to extremely low temperatures, the thermal noise for resolving the entanglement between qubits decreases. However, it is also possible to create an entire quantum circuit that fixes a specific highly excited state level and operates only at that level. Even if there is a shift in the energy levels, the sum of the errors will not exceed kBT, that is, the energy freely available in the surrounding environment. Since our quantum computer is an optical structure computer, it performs squeezing of light, which is a technique widely used in quantum optics (squeeze the light). To perform calculations, the geometric shape is changed without breaking the optical structure. As long as the optical structure is not broken, the entanglement will not be broken.

[0082] (Description of the embodiment with reference to the figure) Hereinafter, embodiments of the present invention will be described in detail with reference to the drawings.

[0083] FIG. 1 is a diagram showing an exemplary configuration of a quantum computing device (quantum information processing device, quantum computer, processing device) 1 according to the present embodiment. As shown in FIG. 1, the quantum computing device includes an input unit 11, a converter 12, an antenna array 13, a laser light source 21, vortex lenses 22a and 22b, and a chemical processor 23. Here, as shown in FIG. 1, a plurality of antennas 131, 132, 133 constitute the antenna array 13. Here, as an exemplary configuration, each of the antennas 131, 132, 133 is a metal dielectric. Further, as shown in FIG. 1, the converter 12 and the antenna array 13 constitute an antenna array unit 10.

[0084] The input unit 10 receives input information and provides it to the conversion unit 10. According to this embodiment, the input information may be any information. As described above, the input information may be, for example, graphic or graphical data, a still image, or a moving image.

[0085] According to this embodiment, recurring events or phenomena may be embedded in the input information. Also, according to this embodiment, variables representing recurring events or phenomena may be embedded in the input information and extracted from the input information. That is, it can be expressed that the input information includes a plurality of arcs in which variables are plotted in a two-dimensional space or a three-dimensional space.

[0086] The antenna array unit 10 converts the input information into electromagnetic, electrical, or magnetic frequencies. The electromagnetic, electrical, or magnetic frequencies representing the input information are supplied (radiated or injected) to the chemical processor 23.

[0087] As shown in FIG. 1, the chemical processor 23 is composed of a chemical beaker (reaction beaker 231) in which helical nanowires NW (helical nanowires and their aggregates, nanowire architectures) grow on a large scale from a single molecule or precursor. Here, the structure of the helical nanowire NW is determined according to one or more phenomena embedded in the input information. In other words, the chemical processor creates helical nanowires and their assemblies whose structures are determined according to one or more variables that define and regulate the input information.

[0088] The laser light source 21 emits laser light. For example, the laser light source 21 emits infrared (IR) laser light directed at the chemical beaker 231 through one of the pair of vortex lenses 22a and 22b. By supplying an infrared laser to the chemical beaker 231, a single precursor molecule creates the above-described helical nanowires (helical nanowires and their aggregates).

[0089] Here, the laser light source (photon beam source) 21, and the pair of vortex lenses 22a and 22b constitute an exemplary configuration of a (single) photon generator (single photon generator for topological photons) according to this embodiment. Here, the pair of vortex lenses 22a and 22b are arranged in parallel with respect to the pulsed (single) photon beam generated by the photon beam source (laser light source 21). By adjusting the relative angle between the pair of vortex lenses, the photon beam is converted into a three-dimensional hologram of photons that behave as topological photons.

[0090] According to this embodiment, by adjusting the relative angle between the pair of vortex lenses 22a and 22b, the user can adjust the number of faces of the three-dimensional geometry of the hologram of photons between 4 (pyramid) and 20 (icosahedron, regular icosahedron).

[0091] According to this embodiment, by operating the vortex lenses 22a and 22b, a specific plane of the topological photons forms circular dark regions having a diameter that varies from the maximum area available in the plane to 0 (null). Here, the ring of light representing all the allowable diameters of the circular dark regions in the topological structure, for example, when a cube has 8 faces and one face is formed by one ring of light or one optical vortex, when this ring forms a disk and the central singularity disappears, it represents a classical state, and each pair of rings of light having different diameters in the plane behaves as a qubit. In other words, each pair of rings of light having different diameters on the plane behaves as a qubit, and thus, the 3D photon structure (3D photon structure) or topological qubit contains a number of qubits estimated by the permutations and combinations of all the geometric shape changes allowed by its topological structure.

[0092] According to this embodiment, when a plurality of optical rings allowed in a certain plane are combined, an integrated circuit of quantum states with states connected by geometric phases is formed, and similar or different quantum state circuits also appear on other planes of topological photons, collectively forming an entangled network of quantum circuits.

[0093] According to this embodiment, the helical nanowire assembly NW in the chemical processor 231 outputs an optical structure OS including at least one selected from the group of one or more optical vortices, one or more magnetic vortices, one or more holograms of the optical vortices, and one or more holograms of the magnetic vortices. These vortices and / or holograms symbolize one or more phenomena (or theoretical models of phenomena) embedded in the input information. In other words, helical nanowires are formed in the chemical processor, and their length, pitch, and diameter are determined by recurring events in the input information. One nanowire represents one class or clock of recurring events, and one or more helical nanowires are rearranged into a 3D assembly in the chemical processor, and its structure outputs at least one selected from the group consisting of one or more optical vortices, one or more magnetic vortices, one or more holograms of the optical vortices, and one or more holograms of the magnetic vortices. One vortex represents one recurring event or one clock of the input information, and all the vortices together symbolize one or more theoretical models of the phenomena embedded in the input information.

[0094] According to this embodiment, in the chemical processor 231, one or more repeating events in the input information are converted into one or more spatially distributed arrangements (spatially distributed clocks or variables) of a network based on the hydrogen bonds and dipole interactions of the helical nanowires. According to this embodiment, the antenna array wirelessly transmits electromagnetic, magnetic, electrical, or mechanical signals to the chemical processor, and due to the interference of the fields, one or more repeating events in the input information are converted into one or more spatially distributed arrangements (spatially distributed clocks or variables) of the fields, and by the arrangement of the fields, Geometric parameters of the length, pitch, and diameter of the helical nanowire, which are determined when precursor molecules diffuse in the vicinity and form a network of helical paths based on hydrogen bonds and dipole interactions for a single nanowire. Geometric parameters of an assembly of helical nanowires, which form a unit resonator structure such that the derived structure vibrates at a resonant frequency equivalent to the clock represented by the input repeating event. Geometric parameters of the self-assembly of helical nanowires in the next step, which simulate the slower integrated clock of the repeating event. are determined, The self-assembly continues until all clocks or repeating events of the input information are simulated and a single integrated supramolecular assembly is constructed as a quantum circuit in the chemical processor.

[0095] According to this embodiment, the chemical processor 231 synthesizes one or more helical nanowires NW having a length, pitch, and diameter from a single molecule, and the helical nanowires NW are formed as a fractal-like gel structure that vibrates at multiple resonant frequencies. According to this embodiment, the chemical processor synthesizes one or more helical nanowires having a length, pitch, and diameter, When the helical nanowire further self-organizes into a fractal gel structure that vibrates at multiple resonant frequencies in different layers, The helical nanowire further self-organizes according to the thermodynamic symmetry, optimizing the shape and entropy, The helical nanowire and its aggregates thermally vibrate like a single molecular adiabatic system with two different vibration systems, one vibrating in the core and the other in the boundary region. All layers of the fractal structure have individual numbers of resonant frequencies, and each resonant frequency is related to the dynamic and geometric phases.

[0096] According to this embodiment, an optical vortex, a magnetic vortex, a hologram of an optical vortex, or a hologram of a magnetic vortex is utilized in the chemical processor 231 to prepare a three-dimensional structure of a single photon that reads all the resonant frequencies and relative phases of individual helical nanowires NW and their aggregates. Here, the optical vortex, magnetic vortex, hologram of the optical vortex, or hologram of the magnetic vortex utilized to prepare the three-dimensional structure of a single photon is described as an optical structure OS (more specifically, a topological vortex) from a pair of vortex lenses with reference to FIG. 5.

[0097] In other words, the resonance frequencies and relative phases of all individual helical nanowires NWs and their aggregates within the chemical processor 231 are reflected in the three-dimensional structure of a single photon. The single photon interprets the periodically shifted resonance frequencies of the helical nanowires NWs and their aggregates as a set of clocks through the super-radiance (Scheibner, Michael; Schmidt, T.; Worschech, L.; Forchel, A.; Bacher, G.; Passow, T.; Hommel, D. (2007). "Superradiance of quantum dots" Nature Physics. 3 (2): 106-110), and birefringence properties of the helical nanowires NWs. In other words, an optical vortex, a magnetic vortex, a hologram of an optical vortex, or a hologram of a magnetic vortex is utilized to prepare a three-dimensional structure of a single photon that reads the resonance frequencies and relative phases associated with each nanowire for all individual helical nanowires and their aggregates within the chemical processor, The single photon interprets the periodically shifted resonance frequencies of the nanowires and their aggregates as a set of clocks through the super-radiance and birefringence properties of the helical nanowires and the organic structures derived therefrom, The three-dimensional structure of the light created by the single photon changes its angular geometry (angular geometry, angular geometry, angular arrangement) through the interaction with the nanowires and their aggregates, and the change in the geometric shape of the light structure becomes the output of the logic gate of the quantum circuit made of helical nanowires.

[0098] As described above, according to this embodiment, the chemical processor 23 generates a helical nanowire assembly NW by self - organization of individual circuit elements using single - molecule precursors, and the helical nanowire assembly NW functions as an organic quantum circuit specific to the problem. In other words, the chemical processor generates a helical nanowire assembly through self - organization of single - molecule precursors, and since these assemblies vibrate like a single - molecule insulation system, they function as individual circuit elements, and the helical nanowire assembly functions as an organic quantum circuit specific to the problem. By using multiple chemical processors in a quantum computer, various different types of quantum circuits can be prepared, and different aspects of the problem can be analyzed in a single quantum calculation. Here, the output circuit elements function as inputs for constructing the next layer of the quantum circuit. When the input frequency is unable to resolve a smaller structure, the synthesis process stops autonomously.

[0099] According to this embodiment, in the chemical processor 23, the molecular precursor and the solvent are selected such that the helical nanowire NW and the symmetric structure synthesized successively become translucent (otherwise, the single - photon structure is absorbed and cannot be read), and also such that the helical nanowire grows from the single - molecule scale to centimeters and finally forms a supramolecule. In other words, the molecular precursor and the solvent are selected such that the helical nanowire and the symmetric structure synthesized successively become translucent, and most of the multiple single photons are refracted or reflected without being absorbed, and also such that the helical nanowire grows from the single - molecule scale to centimeters and finally forms a supramolecule, and thus the entire chemical processor forms a giant single molecule that functions as a quantum circuit.

[0100] As described above, according to this embodiment, the helical nanowires NW self-assemble to form a weakly bonded superstructure that functions as a single supramolecular quantum circuit or gel tailored to a specific problem embedded in the input information. Each of the individual helical nanowires NW functions as an elementary decision-making device and changes the three-dimensional geometric shape of the optical vortex structure (optical structure OS) output from the helical nanowires NW. Here, quantum mechanical properties such as those of a single molecule, such as phase transition, geometric phase regulated quantum interference, dual-mode resonance characteristics similar to an adiabatic system, etc. are monitored, and it is confirmed that the entire quantum circuit functions like a single molecule. Note that the quantum processing device 1 can also be regarded as a Quantum Graphical Processing Unit (QGPU) device that creates a substance-based quantum circuit in the chemical beaker 231 according to a specific problem and transmits a theoretical model using optical and magnetic vortices or their holograms.

[0101] Here, the QGPU interprets recurring events in the input data (input information) displayed as graphics (maps, plots, images, videos, etc.), converts them into spatially distributed clocks or variables arranged in a network of helical nanowires NW based on hydrogen bonds and dipole interactions, and enables the immediate generation of a theoretical model that predicts future events without prior learning of the processor regarding those specific events.

[0102] Here, the antenna array 13 converts the input information into electromagnetic, electrical, or magnetic frequencies, synthesizes helical nanowires NW with lengths, pitches, and diameters proportional to those from a single molecule in the chemical processor 23, automates the process of analyzing and classifying potential solutions to the input problem embedded in the input information, thereby eliminating the need for a specific quantum algorithm.

[0103] Here, the chemical processor 23 forms a fractal gel structure that vibrates at multiple resonance frequencies, creates a problem-specific nanowire aggregate NW, and when the phase shift is considered, is represented as a 3D clock aggregate that symbolizes the theoretical model of the phenomenon embedded in the input data (input information).

[0104] Here, optical and magnetic vortices are utilized to prepare the 3D structure of a single photon that reads the resonance frequencies and relative phases of all individual helical nanowires NW and their aggregates within the chemical processor 23, and the single photon interprets these periodically shifted resonance frequencies as a clock aggregate through the superradiant and birefringent properties of the helical nanowires NW.

[0105] Also, it should be noted that the quantum processing device 1 is a processing device including an input unit 11 that receives input information and a construction unit 20 that constructs a three-dimensional map of one or more input clocks (optical structure OS), and each of the clocks is regarded as a circle on the surface of a phase sphere indicating the periodic change of a set or combination of variables in the input information. In other words, the quantum processing device 1 includes an input unit that receives input information and an input data processing unit that analyzes changes such as a spatio-temporal loop in the input data, each loop being a repetitive event that represents a clock, and thus the unit constructs a 3D map of one or more clocks from the input information, and each of the clocks is represented as a circle on the surface of a phase sphere indicating the periodic change of a pair or combination of variables in the input information.

[0106] Here, as shown in FIG. 1, the construction unit 20 includes an antenna array unit 10, a laser light source 21, a pair of vortex lenses 22a, 22b, and a chemical processor 23. However, these specific components do not limit the embodiments of this invention.

[0107] The quantum processing method according to this embodiment includes the steps of receiving input information in any form, and the preprocessing method detecting moving objects or entities in the input, tracking their movements to find loop-shaped movements, and converting each loop into a clock, and constructing a three-dimensional map of one or more clocks (optical structure OS) from the input information, where each clock can be represented as a circle on the surface of a phase sphere indicating the periodic variation of a set or combination of variables in the input information, and can be expressed as a processing method.

[0108] (Data types used for input and output) FIG. 2 is an explanatory diagram schematically showing the types of data used for the input to the quantum processing device 1 and the types of data of the output from the quantum processing device 1.

[0109] As shown in FIG. 2, at least three types of data can be used as the input information to the quantum processing device 1. The input information may be a conventional algorithm as indicated by "1" in FIG. 2, a frequency spectrum as indicated by "2" in FIG. 2, or a data set represented as an image, data plot, or video as indicated by "3" in FIG. 2.

[0110] As shown in FIG. 2, the repetitive events embedded in the input information are converted by the antenna array unit 10 into a frequency spectrum that shifts the phase, and / or amplitude, and / or the frequency itself within the tolerance limit, and is converted into a polyatomic time crystal or a three-dimensional clock assembly.

[0111] Thereafter, the frequency spectrum is wirelessly sent to a chemical beaker 231 containing a precursor molecular solution for growing a composition of helical nanowires NW with different shapes. Here, as shown in FIG. 2, in the chemical beaker 231, precursor molecules (single molecules) grow into a composition of helical nanowires NW due to the effects of annealing and tunneling. In the graph of FIG. 2, Gi represents the generalized coordinate and Ei represents the energy.

[0112] By combining helical nanowires NW with different shapes, an overlap of three optical structures (OS), namely vector vortex beams (with an angular momentum of two photons, V2 in FIG. 2), ordinary vortices (with an angular momentum of one photon, V1 in FIG. 2), and finally a three-dimensional light structure consisting of single photons (with an angular momentum of three photons, V3 in FIG. 2), occurs.

[0113] (Invariant principle) Hereinafter, the "invariant principle" according to the embodiment will be described. FIG. 3 is an explanatory diagram schematically showing the "invariant principle" according to an embodiment of the present invention. Hereinafter, with reference to FIG. 3, how the quantum computing device 1 finds and extracts invariants in unknown data (input information) will be described.

[0114] As shown in "A" of FIG. 3, a random unknown data set (DS in FIG. 3) is sent to the organic gel in the chemical beaker 231, and the organic gel network converts the periodic change of variables into the self-assembled structure of helical nanowires NW, and each helical nanowire NW is designed to represent a "clock" (periodicity). The series of images shown in "A" of FIG. 3 shows how the random change of variables is converted into a "clock".

[0115] Subsequently, as the "clock" is integrated, hierarchical self-assembly of the organic molecular structure (helical nanowire NW) continues, and by connecting multiple elementary clocks, a more general-purpose clock is created. The self-assembly of the clock continues until a single clock is found at the top layer. The clock architecture (CA in FIG. 3) can have clocks made by atomic-scale quantum clocks, morphogeneic clocks created by dynamic changes in carriers, classical dielectric resonator clocks, or electromagnetic clocks.

[0116] More specifically, an electromagnetic clock is an object that represents periodicity (e.g., periodicity embedded in input information, periodicity extracted from input information) by electromagnetic waves in real space or phase space.

[0117] A classical clock is an object that represents periodicity (e.g., periodicity embedded in input information, periodicity extracted from input information) by classical objects or phenomena (dielectric resonators in classical mechanics or classical electromagnetism) in real space or phase space.

[0118] A morphogeneic clock is an object that represents periodicity (e.g., periodicity embedded in input, periodicity extracted from input information) by dynamic changes in carriers in real space or phase space.

[0119] A quantum clock is an object that represents periodicity (e.g., periodicity embedded in input information, periodicity extracted from input information) by quantum objects or quantum phenomena in real space or phase space.

[0120] All of these "clocks" come together to form an object called a time polycrystal (polyatomic time crystal), which we can view as an assembly of optical vortices (optical structures OS).

[0121] As shown in "B" of Figure 3, when the clocks self-organize (self-assemble), the overlapping phase spheres determine the differential domains of the two clocks, and the gel solution in the chemical beaker 231 derives "differential clocks". In other words, the differential clocks are generated (or represented) from the differential domains of the two clocks, and the periodicity of the differential clocks can be determined by the periodicity of the two clocks.

[0122] In this way, a hierarchical network of clocks with a hierarchical network of helical nanowires NW ranging from a few nm to a few mm is obtained. The reference numbers (e1, e2,......e11, e12) in Figure 3 indicate that the corners of the geometric shapes are made up of differential clocks, and since the geometric shapes made up of clocks are invariants, they represent a 12-hierarchical network of invariants.

[0123] As shown in C of Figure 3, determining the differential clocks can be expressed as equivalent to discovering invariants from a set of data (input information). Here, in "C" of Figure 3, the construction of a hierarchical network of invariants using 16 channels is shown.

[0124] Here, as shown by "C" in FIG. 3, a qubit consists of a basic unit called an H inductor (H1 in FIG. 3). That is, an H inductor is composed of qubits. As shown by "C" in FIG. 3, the helical nanowire NW can be composed of the H inductor H1. Note that in "C" of FIG. 3, the reference numeral H1 indicates the H inductor of level 1, that is, the fourth circuit element.

[0125] In principle, the specific characteristics of fractal calculation can be seen from 12 layers. This is because the 12 layers are composed of three stacked states such as 2×2×3, 2×3×2, and 3×2×2. However, since we wanted to see how 15 different symmetries analyze one problem differently, 16 layers were provided for the experimental verification of non - quantum mechanical properties. Therefore, an example of a prototype of a quantum computer has 16 chemical processors, each having a new gel. (Basic device: H inductor) Hereinafter, the elementary device H inductor according to the present embodiment and the basic operation of the beyond quantum, fractal computer according to the present embodiment will be described. FIG. 4 is an explanatory diagram schematically showing the H inductor which is the elementary device according to the present embodiment and the basic operation of the beyond quantum, fractal computer according to the present embodiment.

[0126] As shown by "A" in FIG. 4, a qubit (referred to as "1 qubit" in FIG. 4) means that two different states share a part of the states. Here, the common elements of the shared tensor cannot be separated. That is, the "1 qubit" in "A" of FIG. 4 consists of two states (state A and state B), and state A and state B share a part of the states (the dashed - line part).

[0127] In a conventional quantum circuit, as shown in "A" of FIG. 4, microwaves shift the shared tensor elements. The shift follows rules that can be regarded as logic gates, as shown in "A" of FIG. 4.

[0128] As shown in "B" of FIG. 4, three concentric spirals form an H inductor, which is the basic element. Note that the three concentric spirals are an exemplary configuration of the helical nanowire NW described above. Also note that the H inductor, which is the basic element, can be represented as an element beyond quantum device. In "B" of FIG. 4, (L, P, D) means that the helical nanowire NW has specific (Length, Pitch, Diameter). By applying electromagnetic waves here, the electron density pattern on the helix surface of the helical nanowire NW can be redistributed, and the three angular momenta of the emitted photons can be adjusted. The output 3D optical sphere is the time crystal (optical structure OS) described above, and there are up to 12 holes or phase singularities. Due to the helical transmission of energy and birefringence, this device (helical nanowire NW) naturally generates coherent quantum entangled photon sources within the device. There is no need to add an external light source for information processing. Layer 1 and Layer 2 shown in "B" of FIG. 4 create an evanescent wave encoded optical structure encoded in the first evanescent wave, and Layer 2 and Layer 3 shown in "B" of FIG. 4 create an evanescent wave encoded optical vortex generator encoded in another evanescent wave. The vortices from the two layers combine to generate a new layer.

[0129] As shown in "C" of FIG. 4, a set of frequencies (f1, f2, f3......f12) is used to encode a phase sphere having 12 holes or phase singularities related to the above-mentioned time crystal (optical structure OS). By selecting appropriate frequencies and pumping ac signals from the antenna array unit 10 to the H inductor device (helical nanowire NW), the holes of the phase sphere open and close. Then, the helical nanowire NW emits an optical vortex assembly (optical structure OS). Towards the right side of "C" in FIG. 4, a hierarchical topological architecture is shown that explains the geometric structure network created by the multilayer optical vortex structure (optical structure OS). As described above, this optical vortex-based superstructure is called a multi-atom time crystal. One clock is one loop around a dark phase singularity region on the optical vortex, and multiple clocks are combined to form a multi-atom time crystal.

[0130] (Principle of Quantum Computing Device 1) Hereinafter, the principle of the quantum computing device 1 according to this embodiment will be described. FIG. 5 is a diagram for explaining the principle of the quantum computing device 1 according to this embodiment.

[0131] As shown in FIG. 5, in the quantum computing device 1 according to this embodiment, a monochromatic polarized laser is supplied from the laser light source 21, and the laser is radiated to the helical nanowire (organic gel, twisted helical nanowire) NW. Also, as shown in FIG. 5, an electromagnetic wave representing input information (input data as an image or video) is also supplied to the helical nanowire NW via the antenna array 13.

[0132] As shown in FIG. 5, in the quantum computing device 1 according to the present embodiment, two types of topological vortices (optical structure OS) (three-dimensional optical hologram in FIG. 5) are generated. One of them is from the vortex lenses 22a and 22b, and its wave function is denoted as ψin (subscript in for psi), and is shown as "3D hologram single photon" in FIG. 5. The other is from the gel made of the twisted helical nanowire NW, and its wave function is denoted as ψout (subscript out for psi), and is shown as "3D hologram from nanowire" in FIG. 5. Both materials realize the same type of topological vortices (optical structure OS). There are two forms in the superposed topological state consisting of a pure optical field. One topological vortex (from a pair of vortex lenses, ψin (subscript in for psi)) is the reference frame, and the other vortex (from the gel made of the twisted helical nanowire NW, ψout (subscript out for psi)) contains information. Due to the C2, C3, C4, C5,... C43, C47 symmetries of the 3D clock aggregates generated by the interaction of the above two types of vortices, 12 to 20 planes are deformed to obtain distinct structures. C2 means, for example, that a human can be divided into two similar halves from the outside. Similarly, many structures have mirror symmetry, and similarly, the same concept extends from C2 to C47, that is, 15 options. We obtain a superposed structure (invariant network denoted as ψsolution (subscript solution for psi) shown in "C" of FIG. 5) consisting of variables and invariants of the input data (input information).

[0133] As described above, the organic gel containing the helical nanowire NW of the chemical processor 23 is used to decompose repetitive events obtained from input information into, for example, 15 prime symmetries (C2 to C47, where C4 and C6 can be expressed as combinations of C2 and C2 and C3 respectively, and thus are not taken into account). As a result, specific dynamic features embedded in the input dynamics (input information) are retrieved and encoded into the variable-invariant superstructure obtained as the output of quantum computing.

[0134] As described above and also as described in other parts of this specification, the construction unit 20 according to this embodiment identifies the most linear dynamic path in the movement of entities in the input information (for example, if an object is moving along a path and it appears to be an arc, we consider it as the nearest circle. If there is a very large circle, in the visual media it will appear as a straight line and we convert it into a similarly large circle, and this circle becomes the host for all earlier clocks), and converts the most linear dynamic path into a host circle or the slowest clock that represents a periodic event that dominates all other dynamic paths and loops in the input. The host circle or the slowest clock is established as the basic layer of the information structure related to the input information, and a phase singularity of the host clock that can hold the guest is found. The dark region of the vortex represents a singularity region where the dark region in the vortex acts like an adhesive when multiple clocks or oscillating fields are close.

[0135] As described above, and as also described in other parts of this specification, the construction unit 20 according to the present embodiment identifies a plurality of variables and elements following a dynamic path (a dynamic path whose path of system points in data can also change), converts the variables and elements into clocks, and arranges the clocks on the host clock, thereby constructing a clock structure of a plurality of layers for capturing a plurality of periodic and almost periodic events from the input information.

[0136] As described above, and as also described in other parts of this specification, the construction unit 20 according to the present embodiment updates the structure of the clock, records the related phase, diameter, period, and position, and derives a series of frequencies transmitted to the chemical processor 23 using the antenna array 13.

[0137] (Aspect as an Elementary quantum computing device instead of a logic gate) Hereinafter, the aspect of the quantum computing device 1 according to the present embodiment as an "elementary quantum computing device" will be described. FIG. 6 is an explanatory diagram schematically showing the aspect of the quantum computing device 1 according to the present embodiment as an "elementary quantum computing device".

[0138] As shown in "A" of FIG. 6, the topology of light is provided to the helical nanowire NW in the form of laser photons generated by the laser light source 21 or in combination with the electromagnetic frequency provided by the antenna array 13. As shown in "A" of FIG. 6, according to the present embodiment, a logical operation is performed as follows using an orthogonal conversion element (the helical nanowire NW, more specifically, the light-matter interaction in the helical nanowire NW).

[0139]

Number

[0140] According to this embodiment, an invariant of two variables A and B is generated, and each of the variables A and B is the length of each arm of a rectangular optical structure (optical structure OS). The shape of the three-dimensional structure of light (optical structure OS) is deformed (by transmission or refraction) as soon as light passes through the helical nanowire NW. The optical structure (optical structure OS) measures the following quantities: [Number] This holds the interaction for 12 variables (where the 12 arms here mean 12 variables related to the input information). As shown in "A" of FIG. 6, the above quantity in (Eq5) remains invariant and provides the definition of dimensions in this embodiment.

[0141] "B" in FIG. 6 is an explanation of the difference between quantum annealing and classical annealing. In "B" of FIG. 6, the difference between quantum annealing and classical annealing is shown side by side using a potential profile (electrical potential profile).

[0142] In "B" of FIG. 6, the black dots indicate the molecular precursors of the helical organic nanowire NW-based jelly. Each of the functions f1, f2, ..., fn in "B" of FIG. 6 represents a function of the length l, pitch p, and diameter d of the helical nanowire NW according to the present invention. These functions can represent symmetric relationships between various energy minima, which are phenomena that cannot be detected by existing quantum computers (conventional quantum computers). As shown in "B" of FIG. 6, according to this embodiment, by transmitting microwaves equivalent to the input pattern in the input information, the input information is written into the nanowire NW. The nanowire NW self-assembles, and the collective resonance band is represented by a function g with the aforementioned functions f1, f2, ..., fn as arguments. Each typical nanowire assembly NW transmits light with a deformed intrinsic three-dimensional topology (optical structure OS). As shown in "B" of FIG. 6, the output of the nanowire assembly NW indicated by g has three types of optical structures: A vector vortex beam in which a two-dimensional ring of light repeats light and dark alternately, A multi-atom time crystal meaning a cluster of optical vortices, A three-dimensional structure or hologram of light.

[0143] Here, as shown in "B" of FIG. 6, as a result of orthogonal differentiation, a vector vortex beam (VVB) is obtained, and a multi-atom time crystal is obtained as a result of association based symmetry, while the 3D structure or hologram (3D vortex) of light is obtained, for example, as a result of 16-channel hierarchical integration.

[0144] As shown in "C" of FIG. 6, there are two types of quantum computing: quantum computing based on logical gates and quantum computing based on annealing. In quantum computing based on logical gates, options and possible solutions need to be represented by a periodic gap modeled by a phase gap (phase difference) and decayed using a microwave signal. In quantum computing based on annealing, the potential profile is physically mapped, the energy minimum is found, and the solution is optimized. The triplet of the triplet chart in "C" of FIG. 6 indicates that both the functions of existing quantum computers (the functions of logic-based quantum computing and annealing-based quantum computing) are included in the quantum computing protocol introduced into the quantum computing device 1 according to this embodiment.

[0145] As shown in "C" of FIG. 6, the quantum computing device 1 according to this embodiment has three main operations: filtering, extrapolation, and HD (Higher Dimensional) network. Here, as shown in "C" of FIG. 6, filtering refers to the following: Differentiation (difference); Periodicity; Potential profile / minima.

[0146] As shown in "C" of FIG. 6, the "periodicity" handled by the quantum computing device 1 can be regarded as the embodiment of the "logical gate" in quantum computing based on logical gates, and the "potential profile / minimum" handled by the quantum computing device 1 can be regarded as the "map (potential profile)" and "minimum (optimization)" in quantum computing based on annealing. Therefore, as described above, the quantum computing protocol introduced into the quantum computing device 1 according to this embodiment includes the characteristics of logic-based quantum computing and annealing-based quantum computing.

[0147] Furthermore, as shown in "C" of FIG. 6, extrapolation in the quantum computing device 1 relates to the following: Expansion symmetry Association One-to-many, many-to-many correspondence.

[0148] For example, according to the quantum computing device 1, one-to-many, many-to-one, and many-to-many networks can be hierarchically modeled at once.

[0149] Furthermore, as shown in "C" of FIG. 6, the HD network of the quantum computing device 1 is: Topology matrix; High-dimensional (HD) invariant; Space-time morphogenesis (independent signature of space time). is related to.

[0150] (Aspect as an H inductor for a deep learning network or an integrated organic circuit of an organic gel) Hereinafter, the aspect of the quantum computing device 1 according to the present embodiment as a "H inductor for a deep learning network or an integrated organic circuit of an organic gel" will be described. FIG. 7 is an explanatory diagram schematically showing an aspect of the quantum computing device 1 according to the present embodiment as a "H inductor for a deep learning network or an integrated organic circuit of an organic gel".

[0151] As shown by “A” in FIG. 7, the “within and above network” of the triplet of the helical nanowire NW functions as an H Inductor. The hexagonal close packing of the pentagonal symmetry of the triplet helical nanowire NW basically constructs a basic unit that resolves all topological symmetries that can occur during information processing. We call this a topologically complete H Inductor circuit.

[0152] As shown by “A” in FIG. 7, when an electromagnetic signal is transmitted from the antenna array 13 of the quantum computing device 1, the chemical soup in the chemical beaker 231 of the quantum computing device 1 generates hierarchical topological stresses of entangled photons generated by the entire assembly (the entire assembly of helical nanowires NW). These entangled photons generated by the entire assembly (the entire assembly of helical nanowires NW) are used in the network itself for up-conversion and down-conversion of photon frequencies within the same unit.

[0153] On the right side of A in FIG. 7, a square grid SG for the entire computer (quantum computing device 1) is shown. However, it is not necessarily in the form of a grid. By using a two-dimensional grid in the form of an organic thin film, a large-scale computing architecture can be created according to three routes.

[0154] As shown in "B" of FIG. 7, by supplying the laser from the laser light source 21 and the electromagnetic field from the antenna array 13, the gel (also called invariant computing gel (ICG) or invariant inventing gel (IIG)) in the chemical processor 231 finds planar vibrations from the 3D clock assembly (3D structure of the ring of light). Further, 3D invariants generate 2D invariants from the planar vibrations, and 2D invariants generate 1D invariants. This is the mechanism of high-dimensional information processing in the quantum computer (quantum computing device 1).

[0155] As shown in "B" of FIG. 7, each time a measurement is made, the central participating states (central participating states, shared states) remain as they are, but an invariant clock that forms a topological clock network is obtained. Thus, in the fractal system governed by the fractal dynamics implemented in the quantum computing device 1, the entangled state is not destroyed by measurement.

[0156] As shown in "C" of FIG. 7, an input regeneration gel (IRG) in which a three-dimensional clock assembly is created from input data (input information) in a chemical beaker 231 is sent as an output of a fractal invariant calculator (quantum computing device 1). However, a part of the input regeneration gel (IRG) is sent to a perception geometry database according to this embodiment in which universal invariants that link different sensory invariants are stored, and this is called an invariant bank. This invariant bank provides an interpretation of any input data (input information). Interpretation means expressing unknown geometric invariants by known geometric invariants. Note that the input regeneration gel (IRG) and the invariant calculation gel (ICG) may have the same function, and these names are derived from their functions.

[0157] As shown in "C" of FIG. 7, another important part of the computer (quantum computing device 1) is a nested deep learning network (Nested Deep Learning Network NDLN, nested deep learning network). This network determines the number of dynamic centers to be activated in the gel in the chemical beaker 231 and the number of self-assembly layers required to reach convergence. In "C" of FIG. 7, each of n1, n2, n3, and n4 indicates the number of layers of the optimized nested deep learning network (NDLN). Specifically, n1 indicates the number of layers for DD (Dynamic database), and n2, n3, and n4 indicate the number of layers for 3D, 2D, and 1D, respectively. All the basic parameters of the deep learning network are automatically determined in the gel solution. The 3D clock network shown in "C" of FIG. 7 schematically explains how the three-layer clock controls the IIG, IRG, and NDLN.

[0158] (One-to-One Comparison between a Computer Based on Fractal Mechanics and a Computer Based on Quantum Mechanics) Next, a one-to-one comparison between the computer based on fractal mechanics and the computer based on quantum mechanics according to this embodiment will be described. FIG. 8 is an explanatory diagram schematically showing a one-to-one comparison between the computer based on fractal mechanics and the computer based on quantum mechanics.

[0159] In FIG. 8, a two-dimensional beyond quantum fractal computer is shown. The monochromatic polarized laser supplied from the laser light source 21 is split into two parts using the BBO crystal in the quantum computing device 1. Here, one of the two parts is composed of photons rotating clockwise, and the other of the two parts is composed of photons rotating counterclockwise.

[0160] The helical nanowire (NW)-based H inductor device is installed at room temperature in the chemical beaker 231. The antenna network (in FIG. 8, there are antenna array 1 and antenna array 2, both corresponding to the antenna array 13 of the quantum computing device 1) transmits an input as microwave radiation and light (electromagnetic frequency), creates a vortex assembly for D1 or dimension 1, and similarly creates a vortex assembly for dimension 2. All the vortices in the vortex assembly are decomposed to find local entanglement or global relationships. In the example of FIG. 8, the vortex assembly of D1 is decomposed into eight channels (ch-1 to ch-8) representing eight intertwined clocks, and the vortex assembly of D2 is decomposed into eight channels (ch-9 to ch-16) representing eight intertwined clocks.

[0161] Figure 8 schematically shows three situations. First, when A is on and B is off, only one peak is observed for the eight entangled clocks. Next, on the right side of Figure 8, when B is on and A is off, the entangled clocks from 9 to 16 are shown, and all these entangled clocks generate only one peak. Finally, when all the clocks are combined, a high-dimensional effect is obtained as shown in the central plot at the bottom of Figure 8, and peaks of fractal dynamics are added. As shown in Figure 8, the output is a fractal decomposition by orthogonal transformation. In this way, the invariant is detected using the quantum processing device 1. This is beyond quantum computing according to this embodiment, and multi-dimensional entanglement of "within and above networks" can be realized. Similarly, it is also possible to expand up to 16 dimensions.

[0162] (Fundamental Principles of a 16-Channel Invariant Network Beyond 16 Dimensions Beyond Quantum Computing: Pioneering the Quantum Brain) Hereinafter, the fundamental principles of a 16-channel invariant network for 16-dimensional beyond quantum computing according to this embodiment will be described. Figure 9 is a schematic explanatory diagram of the fundamental principles of a 16-channel invariant network for 16-dimensional beyond quantum computing according to this embodiment.

[0163] As shown in "A" of Figure 9, the antenna array 13 in the quantum computing device 1 (in the exemplary case shown in "A" of Figure 9, the antenna array 13 is composed of antennas 1 to 12) acquires data in pixel units from variable plots such as images, sounds, or any form of burst embedded in the input information, and finds the basic binary clock at the elementary level.

[0164] As shown in "B" of FIG. 9, the polarized laser supplied from the laser light source 21 is used for light splitting, and during the operation of the computer, the operating frequency is maintained as it is by continuous uniform down-conversion. This is a very important step for the computer (quantum computing device 1). The phase sphere of the time crystal (optical structure OS) has 12 holes or singularities, each occupying one of the 16 dimensions. These singularities are governed by multiion algebra or dodecanion algebra. These time crystals are indicated by the number of phase singularities. The phase singularities hold important information about the geometric shape memorized by the time crystal.

[0165] As shown in "C" of FIG. 9, a 16-dimensional channel made by an organic gel network (such as that shown in "A" of FIG. 3) forms one unit, and as shown on the right of FIG. 3A, what is converted into a two-dimensional sheet is called a corticomorphic device. The organic thin films of these devices are folded to form a plurality of brain-like functional components, and a "quantum brain" that functions as a universal invariant explorer or a robot scientist is realized.

[0166] In "C" of FIG. 9, as an exemplary embodiment of the present invention, the case of 10,000 dimensions is shown instead of the above-mentioned 16 dimensions. As shown in "C" of FIG. 9, these 10,000 dimensions function as 10,000 cortices that respond to stimuli provided by a sensor net (in an exemplary configuration, the sensor net can be realized using the antenna array 13 and the laser light source 21) that provides a 10,000-channel entangled observer. As described above, as the dimension increases (in other words, as the number of the above-mentioned "qubits" increases), the functions realized by the elements of the quantum computing device 1 can become more complex.

[0167] (Integrated Quantum Processing Device 100) Hereinafter, an integrated quantum processing device (integrated quantum processing device, quantum computer, quantum computing device, processing device) 100 according to the present invention will be described. FIG. 10 shows an exemplary configuration of the integrated quantum processing device 100 according to the present embodiment.

[0168] As shown in FIG. 10, the integrated quantum computing device 100 is composed of a plurality of quantum processing devices. In the exemplary configuration shown in FIG. 10, the integrated quantum computing device 100 is composed of 16 quantum processing devices (1-1 to 1-16). Hereinafter, in the reference numerals, the branch number indicates to which quantum processing device the element belongs. For example, the input unit 11-1 belongs to the quantum processing device 1, and the input unit 11-16 belongs to the quantum processing device 16, and so on. In the following description, the branch number may be omitted or generally expressed as n or m (in the above case, n = 1,..., 16, or m = 1,..., 16) as long as there is no confusion.

[0169] As shown in FIG. 10, each of the plurality of quantum processing devices includes an input unit 11-n, a converter (converter) 12-n, an antenna array 13-n, a vortex lens 22-n, and a chemical processor 23-n. Here, as shown in FIG. 10, a plurality of antennas 131, 132, 133 constitute the antenna array 13-n. Further, as shown in FIG. 10, the converter (converter) 12-n and the antenna array 13-n constitute the antenna array unit 10-n. Further, as shown in FIG. 10, the antenna array unit 10-n, a pair of vortex lenses 22-n, and the chemical processor 23-n can constitute a construction unit 20-n.

[0170] Here, it should be noted that the laser light source (photon beam light source) 31 and the vortex lens 22-n constitute an exemplary configuration of the photon generator according to the present embodiment. Here, the pair of vortex lenses 22-n are arranged in parallel with respect to the pulsed photon beam generated by the photon beam light source (laser light source 31). By adjusting the relative angle between the pair of vortex lenses, the photon beam is converted into a three-dimensional hologram of photons that behave as topological photons.

[0171] The antenna array unit 10-n converts the input information into electromagnetic, electrical, or magnetic frequencies. The electromagnetic, electrical, or magnetic frequencies from the antenna array 13-n are provided to the chemical processor 23-n. The chemical processor 23-n creates a helical nanowire aggregate NW-n whose structure is determined according to one or more phenomena embedded in the input information.

[0172] It should be understood that each element constituting the quantum processing devices 1-1 to 1-16 is the same as the corresponding element in the quantum processing device 1 already described with reference to FIGS. 1 to 0, unless otherwise specified.

[0173] In the integrated quantum processing device 100 according to the present embodiment, the helical nanowire assemblies NW-n of the chemical processors 23-n of the plurality of quantum processing devices 1-n have individual symmetric structures, leading to the generation of a supramolecular structure that vibrates within a resonance band where prime frequencies form a group. The variables defining the supramolecular structure are determined according to the symmetry (user-defined symmetry) embedded in the input information.

[0174] As shown in FIG. 10, the integrated quantum processing device 100 according to the present embodiment further includes a laser light source (single photon light source) 31 and a beam splitter 41. Here, the laser light source 31 generates a laser or single photon that is split by the beam splitter 41 and supplied to each of the chemical processors 23-1 to 23-16.

[0175] In the integrated quantum processing device 100 according to the present embodiment, the plurality of quantum processing devices 1-1 to 1-16 construct and output a differential spectrum by superimposing two types of three-dimensional photon structures from a single photon source (laser light source 31). One of the three-dimensional photon structures that has not passed through any substance functions as a reference, and the other three-dimensional photon structure passes through the chemical processor 23 where the helical nanowire aggregate NW exists.

[0176] In the integrated quantum processing device 100 according to this embodiment, when two types of three-dimensional photon structures are superimposed on the same side of the beam splitter 41, a two-dimensional vortex assembly that derives a solution to a problem of calculation based on a quantum logic gate or an invariant with respect to input information as a key component is formed as a differential spectrum.

[0177] In the integrated quantum processing device 100 according to this embodiment, when two types of three-dimensional photon structures are superimposed from opposite sides of the beam splitter 41, a combined vortex assembly is generated as a differential spectrum. The common vortices in the combined vortex assembly are amplified in energy content and appear bright, while the uncommon vortices in the combined vortex assembly minimize in energy, and a quantum computing output based on quantum annealing is obtained.

[0178] As shown in FIG. 10, the integrated quantum processing device 100 further includes a coincidence counter 51. The coincidence counter 51 is a point where the outputs of all the quantum processing devices 1-1 to 1-16 are superimposed.

[0179] In the integrated quantum processing device 100 according to this embodiment, at least a part of the output two-dimensional vortex assembly or the output combined vortex assembly is divided into two parts. One part is sent to a single process for monitoring the evolution of each symmetric part of the problem embedded in the input information. The other part is sent to a point (coincidence counter 51) that quantum mechanically superimposes the outputs of all the quantum processing devices. In the integrated quantum processing device 100 according to this embodiment, by adjusting one or more phases, a resulting combined photonic structure is constructed in which the product of wave functions representing a plurality of chemical processors is combined into one wave function. The resulting photonic structure or wave function or vortex assembly provides the final solution to the problem and includes a database of multiple symmetric perspectives of variables captured from the input information.

[0180] In the integrated quantum processing device 100 according to this embodiment, the reconfigured photonic superstructure is then sent to a processing device (post-processing device, PPU), where the same protocol that was used to generate the input to the 3D clock assembly is applied inversely to generate an output-like input along with the final relationship between variables or invariants representing the theoretical model of the input data set.

[0181] In the integrated quantum processing device 100 according to this embodiment, replicas of the output two-dimensional vortex assembly or the output composite vortex assembly are directed to the coincidence counter 51 to ensure that the single-photon nature or the quantum entanglement remains intact after the calculation.

[0182] If at least one of the single-photon property and the quantum entanglement is not intact, an additional background alternating signal common to all chemical processors of all quantum processing devices is applied to ensure a common resonant vibration for all chemical processors, thereby ensuring the entanglement of the photonic substructures without interrupting the ongoing synthesis.

[0183] As described above and also as described in other parts of this specification, by using STP (special topological photon, special topological photon, optical structure OS), the relative changes of the problem variables embedded in the input information are read by the network of the coincidence counter (51). Here, the coincidence counter 51 functions as a quantum sensor. The differences and changes from the original STP are written as another vortex in the output optical structure (OS), enabling the gel to perform algorithm calculations and derive the output quantum mechanically.

[0184] In the integrated quantum processing device 100 according to this embodiment, communication between the quantum processing devices 1-1, 1-2,... 1-16 is performed via quantum teleportation, and partial solutions for dealing with different aspects of the same problem embedded in the input information are generated. Each part of the solution is read individually via quantum tomography or integrated, providing encryption and decryption of secure high-dimensional data.

[0185] (16-dimensional beyond quantum fractal computer for 16-layer invariant hierarchical network) Hereinafter, aspects as a 16-dimensional beyond quantum fractal computer (quantum computing device 1, integrated quantum processing device 100) for a 16-layer hierarchical invariant network will be described. FIG. 11 is an explanatory diagram schematically showing an aspect as a 16-dimensional beyond quantum fractal computer (quantum computing device 1, integrated quantum processing device 100) for a 16-layer hierarchical invariant network.

[0186] The following description can be regarded as an extension of the description with reference to "B" in FIGS. 6 and 3. It is explained that the 16-dimensional computer has 16 gel beakers (16 chemical beakers). Here, as shown in FIG. 11, the 16 chemical beakers are respectively arranged in each of the chemical processors 23-1 to 23-16.

[0187] Due to the entanglement of photons, the same information is processed in all 16 beakers. However, only one dimension is measured at the output of one beaker, and as a result, the entanglement continues even after the measurement. Such a thing cannot happen in a conventional quantum mechanical computer. The advantage of the fractal calculation realized in the quantum computing device 1 or the integrated quantum processing device 100 according to the present embodiment is that by sending data to a high dimension, several consecutive programmable steps of the calculation can be executed without breaking the entanglement.

[0188] (Design example of 16-dimensional quantum computer) Hereinafter, an exemplary design of a 16-dimensional quantum computer (quantum computing device 1, integrated quantum processing device 100) according to the present invention will be described. FIG. 12 shows an explanation of an exemplary design of a 16-dimensional quantum computer (quantum computing device 1, integrated quantum processing device 100) according to the present invention.

[0189] As shown in the upper left of FIG. 12, a single photon is created by the laser light source 31 in the first step. The laser light (single photon) S1 passes through two layers L1 and L2. Here, the layer L1 is a ferromagnetic nanowire liquid having a pair of magnets (magnet 1 and magnet 2 in FIG. 12), and the layer L2 is a film of oil microspheres filled with Ni nanowires. Both of the two layers L1 and L2 are elements of the integrated quantum computing device 100.

[0190] As shown in FIG. 12, the laser light (single photon) S1 passes through two layers L1 and L2, and squeezed light S2 is obtained. As shown in FIG. 12, multi-layered vortex lenses 22-n are arranged after L2, and the squeezed light S2 passes through a pair of multi-layered vortex lenses 22-n.

[0191] In the central column of Fig. 12, a dodecahedron, a truncated icosahedron, and finally an icosahedron are shown. The morphogenesis of the three topological primary phases is superimposed with a series of metastable topological phases, resulting in a superimposed topological vortex Tv.

[0192] On the right side of Fig. 12, the input video or still image data (input information) is converted into a multi-atomic time crystal, and the related frequency (microwave input) is sent by the antenna array unit 13-n to 16 organic gel solutions in the chemical beaker of the chemical processor 23-n, generating a gel associated with the equivalent helical nanowire NW-n. The gel molecules are carefully selected so as to obtain a microwave input that triggers the synthesis of a gel structure with C2, C3, C5, C7, C11,......C43, C47 symmetry. In this way, a specific gel structure is obtained.

[0193] When the squeezed light S2 passes through the twisted helical nanowire of the gel, a 3D vortex (3D vortex) similar to Tv is generated. Below Fig. 12, the superposition of two types of topological vortices is arranged in each gel synthesis beaker (each chemical beaker 231 of the chemical processor 23-n). The differential clock architecture generated by the mutual interference of the two vortex structures is shown as a multi-atomic time crystal. Since the 3D structure of this clock has an invariant geometric shape, a circle can be used as a variable and an invariant geometric structure can be obtained as an invariant quantity. That is, the final variable-invariant structure made from the clock is a dynamic model of the unknown data sent as input. This is the principle of calculation in the integrated quantum processing device 100 or each quantum processing device 1-n.

[0194] As described above and in other parts of this specification, the photon generator according to this embodiment further includes a plurality of optical modulators, a pair of magnets (Magnet 1 and Magnet 2), one or more magnetic films (layer L2), and one or more ferromagnetic fluid films (layer L1). Here, the optical modulators, magnets, magnetic films, vortex lenses, and ferromagnetic fluid films are arranged such that this arrangement dominates the network of quantum states of topological photons, thereby generating topological photons having several periodically separated substructures.

[0195] According to this embodiment, when measuring one substructure, a plurality of events having a specific phase gap are measured simultaneously, and topological photons having a plurality of substructures (special topological photons, STP) are used in the calculation.

[0196] As described above and in other parts of this specification, the photon generator according to this embodiment further includes: a chemical processor (23 or 23 - n); and one or more helical nanowires (NW or NW - n) within the chemical processor (23 or 23 - n). Here, the topological photons pass through the helical nanowires (NW or NW - n), and the three - dimensional geometric shape of the helical nanowires (NW or NW - n) is deformed due to changes in the shape of regions belonging to different planes of the three - dimensional geometric shape of the topological photons and changes in the diameter of vortices located in different planes of the three - dimensional geometric shape of the topological photons.

[0197] As described above and in other parts of this specification, in the photon generator according to this embodiment, by measuring the helical nanowire (NW or NW-n) in the chemical processor (23 or 23-n), helical nanowires (NW or NW-n) having different geometric shapes logically generate unique topological substructures as derivatives of the topological photon (derivatives of the topological photon, derivatives of the topological photon, special topological photon (STP)), and the topological photons condense according to the principle of quantum annealing and generate an integrated information structure as an output.

[0198] (Side as a fractal tuning tape for a universal quantum computer). Hereinafter, the aspect of the universal quantum computer (Universal Quantum Computer, Quantum Computing Device 1, Integrated Quantum Processing Device 100) according to the present invention as a fractal tuning tape will be described. FIG. 13 is an explanatory diagram of an aspect of the universal quantum computer (Quantum Computing Device 1, Integrated Quantum Processing Device 100) according to the present invention as a fractal tuning tape.

[0199] (Further aspect of the embodiment) This embodiment includes the following aspects.

[0200] (Aspect 1-1) The quantum graphical processing unit (QGPU) device (Quantum Processing Device 1, Integrated Quantum Processing Device 100) creates a material-based quantum circuit (helical nanowire NW, NW-n) adapted to a specific problem (problem embedded in input information) within a chemical beaker (231, each 231 of the chemical processing device 23-n), and transmits (outputs) a theoretical model using optical and magnetic vortices (optical structure OS) or its hologram.

[0201] (Aspect 1-2) The QGPU interprets recurring events in input data (input information) that is displayed as graphics (maps, plots, images, videos, etc.), and converts them into spatially distributed clocks or variables arranged in a network of helical nanowires (NW, NW-n) based on hydrogen bonds and dipole interactions, enabling the immediate generation of a theoretical model that can predict future events without prior learning of the processor regarding those specific events.

[0202] (Aspect 1-3) The antenna array (antenna array units 10, 10-n) converts the input information into electromagnetic waves, electrical frequencies, or magnetic frequencies, synthesizes helical nanowires (NW, NW-n) with proportional lengths, pitches, and diameters from single molecules within a chemical processor (23, 23-n), and automates the process of analyzing and classifying potential solutions to the input problem (the problem embedded in the input information), thereby eliminating the need for specific quantum algorithms.

[0203] (Aspect 1-4) The chemical processor (23, 23-n) creates a problem-specific nanowire aggregate (NW, NW-n) that forms a fractal-like gel structure vibrating at multiple resonant frequencies, and when phase shifts are considered, it is represented as a 3D clock aggregate (CA) that symbolizes a theoretical model of the phenomenon embedded in the input data (input information).

[0204] (Aspect 1-5) Optical vortices and magnetic vortices (optical structure OS, more specifically, topological vortices from a pair of vortex lenses as shown in Fig. 5) are utilized in a chemical processor (23, 23-n) to prepare a 3D structure of a single photon that reads the resonance frequencies and relative phases of individual helical nanowires (NW, NW-n) and all of their aggregates. The single photon interprets these periodically shifted resonance frequencies as a set of clocks through the super-radiance and birefringence properties of the helical nanowires (NW, NW-n).

[0205] (Aspect 2-1) A quantum graphical processing unit (QGPU: Quantum Graphical Processing Unit) (quantum processor 1, integrated quantum processor 100) incorporates a simulator called a preprocessing and postprocessing unit (PPU: Preprocessing and Post-processing Unit, a processing unit according to an embodiment). By capturing the movement of pixels of input graphics (input information) and mapping them to a loop, it performs a function similar to a network of correlated quantum Fourier transform (QFT), and by adopting a clock-based language to rewrite the input, it eliminates the need for quantum algorithms.

[0206] (Aspect 2-2) The preprocessing and postprocessing unit (PPU) constructs a 3D map of input clocks. Each clock is represented as a circle on the surface of a phase sphere that shows the periodic variation of a set or combination of variables of input data (input information), characterized by a specific period or time until it returns to its phase state and initial state, and each clock corresponds to a quantum Fourier transform (QFT).

[0207] (Aspect 2-3) In an input data set where variables are plotted as multiple arcs in 2D and 3D space, a preprocessing and postprocessing unit (PPU) identifies the most linear dynamic path in the movement of entities and converts it to the slowest clock representing a periodic event that dominates all other paths and loops within the data set, thereby establishing the slowest clock as the foundational layer of the information structure.

[0208] (Aspect 2-4) The preprocessing and postprocessing unit (PPU) identifies various variables and elements following dynamic pathways that form loops or approximate loops, converts them to clocks, and places them on the host clock, thereby constructing a multi-layer clock structure that captures all periodic and quasi-periodic events from the input. Subsequently, the PPU updates the clock structure, records the relevant phases, diameters, periods, and positions in memory, and derives a set of frequencies to be transmitted to the chemical processor using the antenna array.

[0209] (Aspect 3-1) The construction of topological single photons, which functions as the main computational protocol of the QGPU (by a photon generator according to an embodiment), seamlessly couples logical gate-based computing and quantum annealing-based computing into a unified framework.

[0210] (Aspect 3-2) By adjusting the relative angle between a pair of vortex lenses (22, 22-n) arranged parallel to the pulsed photon beam (supplied from laser light sources 21, 31), the photon beam is converted into a 3D hologram of photons, and the user can adjust the number of faces of the 3D geometric shape of light (optical structure OS) between 4 and 20 (there are a 12-sided structure known as a dodecahedron and a 20-sided structure known as an icosahedron).

[0211] By operating the vortex lenses (22, 22-n), circular dark regions are formed in a specific plane of the topological photons (optical structure OS). The diameters of these vortices change from the maximum area available in the plane to zero (null) when there are no dark regions. The rings of light representing all the allowed diameters of these circular dark regions represent classical states. Each pair of rings with different diameters in the plane behaves like a qubit, and when combined, all the allowed lights or vortices in the plane form an integrated circuit of quantum states connected by geometric phases. Similar or different quantum state circuits appear in other planes of the topological photons, collectively forming a network of entangled quantum circuits (helical nanowires NW, NW-n).

[0212] (Aspect 3-4) The combination of four optical modulators, a pair of magnets (magnet 1 and magnet 2), a magnetic film (layer L2), vortex lenses (22, 22-n), and a ferromagnetic fluid film (layer L1) dominates the network of quantum states of topological photons (optical structure OS), generating special topological photons with a plurality of periodically separated sub-structures. When one of the sub-structures is measured, a plurality of events with a specific phase gap are measured simultaneously, and this special topological photon (special topological photon STP) is utilized for computational purposes.

[0213] (Aspect 3-5) When special topological photons (STP, optical structure OS) pass through the helical nanowire structures (NW, NW-n) within a chemical processor (23, 23-n), their three-dimensional geometric shape undergoes deformation due to changes in the shape of regions belonging to different planes and fluctuations in the diameter of vortices located in different planes of the three-dimensional geometric shape (optical structure OS); furthermore, the relative positions of the system points of the optical rings on the plane and the angular momentum of the vortices change, which are connected to the geometric parameters of the helical nanowire (NW, NW-n) or its assembly, resulting in changes that follow a truth table similar to a logic gate.

[0214] (Aspect 3-6) By measuring the nanowires (NW, NW-n) and their assemblies with a chemical processor (23, 23-n), nanowires (NW, NW-n) of different shapes generate logically unique topological substructures as derivatives of special topological photons (STP, optical structure OS), and these STPs condense according to the principle of quantum annealing, ultimately generating an information structure integrated as the output of the QGPU.

[0215] (Aspect 4-1) A chemical processor (23, 23-n) in the QGPU (quantum processing unit 1, integrated quantum processing unit 100) described in Aspect 4-1, which generates an organic quantum circuit (helical nanowire NW, NW-n) specific to the problem through the self-organization of individual circuit elements (helical nanowire NW, NW-n) using a single molecular precursor, and the output circuit elements (elements of the helical nanowire NW, NW-n) function as inputs for constructing the next layer of the quantum circuit (helical nanowire NW, NW-n), and the synthesis process automatically stops when the input frequency (the electromagnetic wave frequency provided by the antenna array units 10, 10-n) is unable to resolve a structure with a smaller size (unable to resolve, cannot be resolved), a chemical processor.

[0216] (Aspect 4-2) The molecular precursors and their solvents (in chemical processors 23, 23-n) are specially selected such that the helical nanowires (NW, NW-n) and all symmetric structures synthesized successively are translucent, grow from the single-molecule scale to several centimeters while suspended in solution, and ultimately form large supramolecules that do not precipitate to the bottom of the reaction beaker (each 231 of chemical processor 23-n) while remaining suspended.

[0217] (Aspect 4-3) The helical nanowires (NW, NW-n) self-assemble to form a weakly bound superstructure that functions as a single supramolecular quantum circuit or gel tailored to a specific problem (the problem embedded in the input information). Each individual helical nanowire (NW, NW-n) functions as a basic decision-making device, simultaneously changes the three-dimensional geometric shape of the optical vortex structure (optical structure OS), and functions as a coincidence counter (51). By utilizing the photons of the STP (optical structure) class described in Aspects 3-1 to 3-6, the relative changes in the problem variables are read by a network of coincidence counters (51) acting as quantum sensors, and the differences and corrections from the original STP are written as separate vortices of the output optical structure, enabling the gel to perform algorithmic calculations and derive outputs quantum mechanically.

[0218] (Aspect 4-4) Linked (combinatorial) gels or multiple gels grow together within a single chemical processor (23, 23-n) during the calculation, generate individual supramolecules and composite supermolecules within the chemical beaker (each 231 of chemical processor 23-n), and enable the intuitive solution of creative or perceptual problems.

[0219] (Aspect 5-1) An integrated composite quantum computer (integrated quantum processing device 100) constructed using a plurality of QGPUs of Aspects 1-1 to 1-5, wherein communication between QGPUs is performed via quantum teleportation, generating partial solutions for different aspects of the same problem (the problem embedded in the input information), and each part of the solution can be individually read or integrated via quantum tomography, providing encryption and decryption of secure high-dimensional data.

[0220] (Aspect 5-2) The resonance frequency source code from a 3D clock assembly that synthesizes an organic quantum circuit and a single photon (STP) is divided into a number of replicas corresponding to the number of QGPUs to be integrated.

[0221] (Aspect 5-3) Each of the plurality of QGPUs has a unique molecular composition in a chemical processor (23, 23-n), and as a result, an individual symmetric structure is formed during the formation and self-assembly of unique helical nanowires (NW, NW-n); the selected molecular composition composed of a precursor salt and a solvent obeys the Hasse diagram of the thermodynamic laws governing self-organization adjusted to an integer selected by the user, and according to a common geometric phase, prime frequencies are grouped and vibrate within a resonance band that vibrates as a whole, resulting in the generation of a supramolecular structure, and each chemical processor of the QGPU synthesizes a structure in which the variables of the input information change according to user-defined symmetries.

[0222] (Aspect 5-4) Multiple QGPUs construct a differential spectrum by superimposing two types of 3D photonic structures (optical structure OS) from a single photon source. The original 3D photonic structure (optical structure OS) is divided into two parts. One part functions as a reference, and the other part passes through a chemical processor (23, 23-n) where a single molecule generates a helical nanowire assembly (NW, NW-n). When the two parts are superimposed on the same side of a beam splitter (41), they form an assembly of 2D vortices known as a differential spectrum and derive an invariant for the input problem. However, when they are superimposed from opposite sides of the beam splitter (41), a combined vortex assembly (optical structure OS) is generated where the common vortices have enhanced energy and the vortices other than the common ones are dilute in energy.

[0223] (Aspect 5-5) A part of the 3D or 2D optical vortex structure (optical structure OS) output from multiple QGPUs is divided into two. One part is sent to a single process to monitor the evolution of each symmetric part of the same problem, and the other part is sent to a single point where all QGPU outputs are superimposed. By adjusting the phase, a combined photonic structure is constructed according to the principle of quantum tomography; the resulting structure holds the final answer to the problem and includes a database of multiple symmetric perspectives of the variables captured in the PPU from the input; the reconstructed photonic superstructure is sent to the PPU, and the same protocol that generated the input to the 3D clock assembly is applied in reverse, generating an input similar to the output along with the final relationship (input information) between the variables or invariants representing the theoretical model of the input dataset.

[0224] (Aspect 5-6) Replicas of the output vortex structures (optical structure OS) from all QGPUs are directed towards the coincidence counter (51) in order to ensure that the properties of single photons or quantum entanglement remain intact after the calculation; otherwise, a common additional background AC signal is applied to all QGPU chemical processors (23, 23-n) to ensure the common resonant oscillation of all chemical processors (23, 23-n), thereby ensuring the entanglement of the optical substructures without interrupting the ongoing quantum circuit (helical nanowire NW, NW-n) synthesis.

[0225] As described above, some embodiments of the present invention have been explained, but it will be apparent to those skilled in the art that the above is illustrative and not limiting. A number of other embodiments and modifications are contemplated as falling within the scope of the present invention as defined by the appended claims.

Explanation of reference numerals

[0226] 1 Quantum processing device 100 Integrated quantum processing device 10, 10-n Antenna array section 12, 12-n Converter 13, 13-n Antenna array 21, 31 Laser light source 22, 22-n Vortex lens 23, 23-n Chemical processor 231 Chemical beaker 41 Beam splitter 51 Coincidence counter

Claims

1. An antenna array unit that converts input information into electromagnetic, electrical, or magnetic frequencies, A chemical processor to which the electromagnetic, electrical, or magnetic frequencies are supplied and comprising The chemical processor creates helical nanowires and aggregates thereof whose structures are determined according to one or more variables that define and control the input information A quantum information processing device.

2. In the quantum information processing device according to Claim 1, In the chemical processor, helical nanowires whose length, pitch, and diameter are determined are formed by repetitive events in the input information, and one nanowire represents one class of repetitive events or a clock, One or more helical nanowires are rearranged into a three-dimensional aggregate within the chemical processor, and its structure outputs at least one of one or more optical vortices, one or more magnetic vortices, one or more holograms of optical vortices, and one or more holograms of magnetic vortices, One vortex represents one repetitive event or one clock of the input information, and all vortices symbolize one or more theoretical models of the phenomena embedded in the input information A quantum information processing device.

3. In the quantum information processing device according to Claim 2, The antenna array wirelessly transmits electromagnetic, magnetic, electrical, or mechanical signals to the chemical processor, and due to field interference, one or more repetitive events of the input information are converted into one or more spatially dispersed field arrangements, whereby Geometric parameters of the length, pitch, and diameter of the helical nanowire, which are determined when precursor molecules diffuse in the vicinity and form a network of helical paths based on hydrogen bonding and dipole interactions for a single nanowire, Geometric parameters of an aggregate of helical nanowires, which form a unit resonator structure such that the derived structure vibrates at a resonance frequency equivalent to the clock represented by the input repetitive event, Geometric parameters of the self-assembly of helical nanowires in the next step, which simulate the slower integrated clock of the repetitive event are determined. The self-assembly continues until all the clocks or repetitive events of the input information are simulated and a single integrated supramolecular assembly is constructed as a quantum circuit in the chemical processor. Quantum information processing device. **Claim 4** In the quantum information processing device according to claim 3, the chemical processor synthesizes one or more helical nanowires having a length, pitch, and diameter from a single molecule, and each helical nanowire represents a repetitive event in the input data, the helical nanowires further self-assemble into a fractal gel structure that vibrates at multiple resonance frequencies in different layers, the helical nanowires further self-assemble according to thermodynamic symmetry to optimize shape and entropy, the helical nanowires and their aggregates thermally vibrate like a single molecular adiabatic system having two separate vibration systems, one vibrating at the core and the other at the boundary region, all layers of the fractal structure have an individual number of resonance frequencies, and each resonance frequency is related to the dynamic phase and geometric phase. Quantum information processing device. **Claim 5** In the quantum information processing device according to any one of claims 1 to 4, a three-dimensional structure of a single photon is created using the optical vortex, magnetic vortex, hologram of the optical vortex, or hologram of the magnetic vortex to read the resonance frequency and relative phase associated with each nanowire for all of the individual helical nanowires and their aggregates within the chemical processor, the single photon interprets the periodically shifted resonance frequencies of the nanowires and their aggregates as a set of clocks through the superradiance and birefringence properties of the helical nanowires and the organic structures derived therefrom, the three-dimensional structure of light by the single photon interacts with the nanowires and their aggregates to change its angular geometry, and the change in the geometric shape of the light structure becomes the output of the logic gate of the quantum circuit made of helical nanowires. Quantum information processing device. **Claim 6** In the quantum information processing device according to any one of claims 1 to 4, the chemical processor generates an aggregate of helical nanowires by self-assembly of a single molecular precursor, and these aggregates vibrate like a single molecular adiabatic system and function as individual circuit elements, the aggregate of helical nanowires functions as an organic quantum circuit specialized for the problem. Multiple chemical processors are used in the quantum computer, and different types of quantum circuits are provided to analyze different aspects of one problem in a single quantum calculation. Quantum information processing device.

7. In the quantum information processing device according to claim 6, The molecular precursor and the solvent are The helical nanowire and the symmetric structure subsequently synthesized therefrom become semi-transparent so that most of the plurality of single photons are refracted or reflected without being absorbed. The helical nanowire is grown from a single molecular scale to several centimeters, and finally a supramolecule is formed, so that the entire chemical processor forms a giant single molecule that functions as a quantum circuit. Selected quantum information processing device.

8. In the quantum information processing device according to claim 7, The helical nanowires self-assemble to form a single supramolecular quantum circuit or a weak-bonded superstructure that functions as a gel adjusted to a specific problem embedded in the input information. Each of the helical nanowires functions as a basic decision-making device, changing the three-dimensional geometric shape of the optical vortex structure output from the helical nanowire. Single-molecule quantum mechanical properties such as phase transitions similar to adiabatic systems, geometric phase-controlled quantum interference, and dual-mode resonance characteristics are monitored, and it is confirmed that the entire quantum circuit acts like a single molecule. Quantum information processing device.

9. An input unit that receives input information, An input data processing unit that analyzes changes such as a spatio-temporal loop in the input data, where each loop is a repetitive event representing a clock, and the unit constructs one or more three-dimensional maps of the clock from the input information. Input data processing unit Comprising Each clock is represented as a circle on the surface of a phase sphere indicating a periodic change in a pair or combination of variables in the input information. Processing device.

10. In the processing device according to claim 9, The input information includes a plurality of arcs in which variables are plotted in a two-dimensional or three-dimensional space. The processing device is Identify the most linear dynamic path in the movement of the entities included in the input information. Convert the most linear dynamic path into a host circle or the slowest clock that dominates all other dynamic paths and periodic events of loops within the input information. Establish the host circle or the slowest clock as the basic layer of the information structure related to the input information, Find the phase singularity of the host clock such that the host clock can hold the guest clock, and the dark region in the vortex represents the singularity region that acts like an adhesive when multiple clocks or oscillating fields are close. A processing device comprising a construction unit.

11. In the processing device according to claim 10, The construction unit Identifies a plurality of variables and elements that progress along the dynamic path, Converts the variables and elements into clocks, By arranging the clocks on the host clock, constructs a plurality of layers of a clock structure for capturing a plurality of periodic events and approximately periodic events from the input information. Processing device.

12. In the processing device according to claim 11, The construction unit updates the structure of the clock, records the related phase, diameter, period, and position, and derives a set of frequencies to be transmitted to the chemical processor using an antenna array. Processing device.

13. A single photon generator for topological photons, A single photon beam light source, and A pair of vortex lenses arranged in parallel to the pulsed single photon beam generated by the photon beam light source Comprising, By adjusting the relative angle between the pair of vortex lenses, the photon beam is converted into a three-dimensional hologram of photons that behave as topological photons. Single photon generator.

14. In the single photon generator according to claim 13, By adjusting the relative angle between the pair of vortex lenses, the user can adjust the number of faces of the three-dimensional geometric shape of the photon hologram between 4 faces (pyramid) and 20 faces (icosahedron). Single photon generator.

15. In the single photon generator according to claim 14, By operating the vortex lens, a circular dark region appears on a specific face of the topological photon, and its diameter changes from the maximum possible area on that face to zero. The ring of light representing all allowable diameters of the circular dark region represents a classical state. Each pair of rings of light with different diameters on a certain face behaves as a quantum bit, and the three-dimensional photon structure or topological quantum bit contains a number of quantum bits estimated by the permutations and combinations of the geometric shape changes allowed by its topological structure. Single photon generator.

16. In the single photon generator according to claim 15, When a plurality of optical rings allowed in a certain plane are combined, they form an integrated circuit of quantum states whose states are connected by geometric phases. On other planes of topological photons, circuits of the same or different quantum states appear, collectively forming a network of entangled quantum circuits. Single photon generator.

17. In the single photon generator according to any one of claims 13 to 16. Further comprising a plurality of optical modulators, a pair of magnets, one or more magnetic films, and one or more ferromagnetic fluid films. The optical modulator, the magnet, the magnetic film, the vortex lens, and the ferromagnetic fluid film are arranged such that the arrangement dominates the network of quantum states of topological photons, thereby generating topological photons having a plurality of substructures separated periodically. When one of the substructures is measured, a plurality of events having a specific phase gap are measured simultaneously. The topological photons having the plurality of substructures are utilized for computational purposes. Single photon generator.

18. In the single photon generator according to claim 17, a chemical processor, and one or more helical nanowires in the chemical processor are further provided, the topological photons pass through the helical nanowires The three-dimensional geometric shape of the helical nanowire is the change in the shape of the region belonging to different planes of the three-dimensional geometric shape of the topological photon, and the change in the diameter of the vortex located on different planes of the three-dimensional geometric shape of the topological photon is deformed by Single photon generator.

19. In the single photon generator according to claim 18, By measuring the helical nanowires in the chemical processor, helical nanowires of different shapes logically generate unique topological substructures as derivatives of the topological photons. The topological photons condense according to the principle of quantum annealing, thereby generating an integrated information structure as an output. Single photon generator.

20. An integrated quantum processing device, comprising a plurality of quantum processing devices, each quantum processing device comprising an antenna array unit that converts input information into electromagnetic, electrical, or magnetic frequencies, and a chemical processor to which the electromagnetic, electrical, or magnetic frequencies are supplied are provided, The chemical processor creates an aggregate of helical nanowires whose structure is determined according to one or more phenomena embedded in the input information. Integrated quantum processing device.

21. In the integrated quantum processing device according to claim 20, each of the helical nanowire assemblies in each of the chemical processors in the plurality of quantum processing devices has an individual symmetric structure, leading to the generation of a supramolecular structure that vibrates within a resonance band where prime frequencies form a group, the variables defining the supramolecular structure are determined according to the symmetry embedded in the input information Integrated quantum processing device.

22. In the integrated quantum processing device according to claim 21, further comprising a single photon source and a beam splitter, the plurality of quantum processing devices construct and output a differential spectrum by superimposing two types of three-dimensional photon structures from the single photon source, one type of the three-dimensional photon structure has not passed through any substance and functions as a reference, the other type of the three-dimensional photon structure passes through the chemical processor where the helical nanowire assembly exists, when the two types of three-dimensional photon structures are superimposed on the same side of the beam splitter, they form a two-dimensional vortex assembly that, as a differential spectrum, derives a solution to a problem of calculation based on a quantum logic gate or an invariant with respect to the input information as a key component, when the two types of three-dimensional photon structures are superimposed from opposite sides of the beam splitter, a combined vortex assembly is generated as the differential spectrum, the common vortices in the combined vortex assembly have an increased energy content, the non-common vortices in the combined vortex assembly have diluted energy, and the method provides a quantum calculation output based on quantum annealing Integrated quantum processing device.

23. In the integrated quantum processing device according to claim 22, at least a part of the output two-dimensional vortex assembly or the output combined three-dimensional vortex assembly is divided into two parts, one part is sent to one process that monitors the evolution of each symmetric part of the problem embedded in the input information, the other part is sent to one point where the outputs of all the quantum processing devices are quantum mechanically superimposed, by adjusting one or more phases, a combined light structure is constructed as a resulting structure in which the product of the wave functions representing a plurality of chemical processors is combined into a single wave function, the resulting light structure or wave function or vortex assembly provides the final solution to the problem and includes a database of a plurality of symmetric aspects of the variables obtained from the input information The reconstructed optical superstructure is sent to a post-processing unit, and the same protocol that was used to generate the input to the 3D clock assembly is applied in reverse, generating an input similar to the output, along with the final relationships between the variables or invariants that represent the theoretical model of the input data set. Integrated quantum processing device.

24. In the integrated quantum processing device according to claim 23, To ensure that the replica of the output two-dimensional vortex assembly or the output coupled vortex assembly is not impaired even after calculation of single-photon nature or quantum entanglement, it is directed towards a coincidence counter, If at least one of single-photon nature and quantum entanglement is impaired, by applying an additional background alternating signal common to the chemical processors of all quantum processing devices, a common resonant vibration for all chemical processors is ensured, thereby ensuring the entanglement of the optical substructure without interrupting the ongoing synthesis, Generate multiple replicas of the optical structure using optical fibers and live monitor the quantum tomography of the three-dimensional optical structure whose shape changes while passing through an organic gel or a quantum circuit Integrated quantum processing device.

25. Receive input information in any form, In the preprocessing method, detect moving objects or entities in the input, track their movements to find loop-like movements, and convert each loop into a clock, Construct one or more three-dimensional maps of the clock from the input information, Each clock is represented as a circle on the surface of a phase sphere indicating the periodic change of a pair or combination of variables in the input information. Processing method.

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