10 results about "Schrödinger equation" patented technology

We propose a hybrid wave-based logic model for optical computing that integrates both Total Wave Modified Schrödinger Equation (TWMSE) formulations and non-TWMSE interference field logic. This system enables deterministic collapse behavior through physical wave interactions, rather than relying on conventional transistor logic or probabilistic quantum models. In the TWMSE regime, collapse thresholds are governed by field interference between signal and control waves, allowing dynamic selection of tasks based on intensity and phase alignment. In the generalized non-TWMSE regime, similar collapse-like logic can be achieved using thresholded interference models that are classically engineered for optical domain systems. Together, these formulations enable adaptive task selection, nonlinear logic gating, and scalable parallel processing in optical chips. Our architecture supports real-time wavefield decisions and is compatible with standard photonic components such as interferometers, microring resonators, variable attenuators, and optical threshold comparators. The result is a unified logic framework for next-generation AI hardware that harnesses both quantum-inspired and classical wave interference dynamics.

A computing device including a processor configured to simulate a quantum device at least in part by receiving a single-particle Hamiltonian matrix that describes an initial Hamiltonian operator. The initial Hamiltonian operator may model a plurality of parts of a quantum device. Simulating the quantum device may further include estimating a reduced density matrix associated with a first part, estimating a plurality of eigenvectors and eigenvalues of the reduced density matrix, and generating a transformed Hamiltonian matrix. Generating the transformed Hamiltonian matrix may include transforming the single-particle Hamiltonian matrix into a natural-orbital basis of the first part such that the transformed Hamiltonian matrix has a reduced dimensionality. The natural-orbital basis may be spanned by a subset of the eigenvectors of the reduced density matrix. Simulating the quantum device may further include generating and outputting an estimated solution to a Schrödinger equation that includes the transformed Hamiltonian matrix.

The invention relates to the technical field of sample labeling, in particular to a quantum inspired active learning type defect detection sample labeling method which can reduce the manual labeling amount and the labeling cost. Specifically, sample representativeness and uncertainty are balanced through unified process design, firstly, a center cluster set is obtained based on Hamiltonian operator clustering, secondly, the quantum entanglement degree is calculated, a representative sample set is screened, residual unlabeled sample sets are processed in combination with virtual time evolution and a Schrodinger equation, and a to-be-labeled sample set is obtained through a fusion result; a budget scene does not need to be distinguished, sample selection can be adaptively optimized, the labeling efficiency is improved, and the problem of strategy simplification is effectively solved; in addition, samples are mapped into quantum states through self-supervised learning, clustering precision is optimized based on Hamiltonian operators, quantum entanglement is utilized to quantify sample association, uncertainty is captured by means of virtual time evolution and a Schrodinger equation, the quality of labeled samples can be improved, and the problem of representation limitation of a classical framework is solved.

A system and method for implementing artificial intelligence using deterministic wave interference and collapse logic derived from the Total Wave Modified Schrödinger Equation (TWMSE). An artificial agent is modeled as a system wavefunction interacting with one or more observer wavefunctions representing electromagnetic, gravitational, weak, or strong fields. A collapse function determines when interference exceeds a threshold, producing deterministic action or comprehension. Field parameters adapt through feedback to enable learning, residual interference forms resonant memory, and computation is performed directly on optical, electromagnetic, or neuromorphic hardware. The invention provides a unified framework—Total Wave Artificial Intelligence (TWAI)—that integrates action, understanding, learning, memory, and physical embodiment through field-based collapse rather than probabilistic inference.

This invention relates to the field of traffic safety technology, specifically to an efficient simulation method for quantum systems based on parallel order reduction. The method includes the following steps: receiving the physical parameters of the quantum system and simulation requirements, whereby the physical parameters include electron mass, potential well size, and initial wave packet parameters; and the simulation requirements include simulation physical time and accuracy requirements. Based on the physical parameters, a time-dependent Schrödinger equation describing the dynamic behavior of the quantum system is established, and the Schrödinger equation is rearranged into matrix form using the Kronecker product. This invention utilizes Arnoldi to reduce the order of the matrix-form Schrödinger equation. By reducing the order, the large matrix in the original space is projected into a relatively small subspace, improving the efficiency of the simulation solution. The reduced-order Schrödinger equation is solved using a time-parallel algorithm. This approach overcomes the time step limitation imposed by the CFL condition, ensuring that a stable solution can be obtained with fewer time steps.

The invention relates to the technical field of molecular electronic structure calculation, and provides a diatomic molecule electronic structure calculation method and system, and the method comprises the steps: obtaining a medium-range potential energy curve and a dipole moment through solving an electronic Schrodinger equation based on the structure and electronic state properties of a diatomic molecule, and obtaining a whole-range potential energy curve through the perturbation theory; wherein when the Schrodinger equation of electrons is solved, the position of an atomic nucleus is fixed, and kinetic energy items, related to the atomic nucleus, in the total Hamiltonian amount of diatomic molecules are ignored. The method can meet the current requirements in the fields of hypersonic aircraft thermal design, reentry aircraft thermal design, ablation process detection, combustion process regulation and control, target identification and diagnosis, earth atmospheric environment monitoring and evaluation, celestial body formation and evolution, plasma transport simulation and the like, and has important engineering application value.

Encoding a target state on a quantum computing system (QCS) using a classical computer to model the QCS using a time-dependant Schrodinger equation: the equation includes boundary conditions (BCs) pro

The invention provides a spatial layout automatic division method based on quantum mechanical simulation and competitive region growth. The method comprises three core stages of quantum system modeling, wave function evolution simulation and constraint region allocation. According to the method, firstly, functional attributes of space units are converted into quantum mechanical parameters, and optimal distribution of the positions of the space units is achieved through three-stage Schrodinger equation evolution including a high-temperature quantum state, a medium-temperature coherent state and a low-temperature ground state; and then, based on a quantum simulation result, generating a spatial layout meeting the area proportion requirement of each partition by adopting a weighted Voronoi initialization and competitive boundary adjustment algorithm, and finally, carrying out image processing to obtain a layout scheme. According to the method, through organic combination of a quantum mechanics framework and a region growth mechanism, automatic conversion from functional requirements to spatial layout is realized, the spatial relationship reasonability is kept while the area constraint is met, and a physically inspired calculation solution is provided for the fields of building information modeling and spatial planning.

The application discloses a carrier transport simulation method and device, a medium and an electronic device. The application determines initial conditions and / or boundary conditions of carrier transport in a semiconductor device, and determines a Poisson equation and a Schrodinger equation corresponding to a closed quantum model. The carrier density in the semiconductor device is determined based on the initial conditions and / or the boundary conditions, the Poisson equation and the Schrodinger equation, so as to realize simulation of the carrier transport in the semiconductor device, and further realize research on the carrier transport in the semiconductor device.

A system and method for cryptographic decryption using deterministic collapse resonance based on the Total Wave Modified Schrödinger Equation (TWMSE). An encrypted problem state is encoded as a system wavefunction, while candidate solutions are represented as observer wavefunctions. A collapse field with tunable parameters ensures destructive interference cancels incorrect candidates and constructive resonance deterministically selects the correct solution. Unlike brute-force search or probabilistic quantum measurement, the method achieves decryption in a single engineered collapse. Hardware embodiments include optical photonic systems, neuromorphic processors, and resonant field architectures. Applications extend to RSA, Diffie-Hellman, elliptic curve cryptography, lattice-based post-quantum protocols, blockchain, and secure messaging frameworks. Proof-of-concept demonstrations on small instances, including factorization of $N=15$, illustrate feasibility at toy scale. Scaling to larger cryptosystems is envisioned through adaptive parameter control, resonance calibration, and experimental implementation.