Elusive Key Cryptographic System for Network Breach Recovery
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Solution Overview
Problem
Public-facing networks are vulnerable to persistent hacking, and existing security solutions are inadequate in providing robust breach recovery options, as they rely on mathematical complexity that can be compromised through stealth cryptanalysis.
Innovation Solution
The Elusive Key cryptographic solution shifts security responsibility from cipher designers to users by employing randomness with simplicity, using a multi-dimensional, secret-sized, and secret-shaped 'Rock' that serves as an elusive key, which is controlled by the message transmitter and requires possession for decryption, ensuring no pattern is discernible in the ciphertext.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Reliability
If fixed mathematical complexity is used in cryptographic systems, then security can be analyzed and designed, but the system becomes vulnerable to stealth cryptanalysis and pattern recognition
Solution Approach 1:
The patent changes the fundamental parameter of cryptographic security from fixed mathematical complexity to variable randomness. The key size, shape, and content are all randomized, transforming the security model from deterministic to probabilistic. This resolves the contradiction by maintaining security through parameter variability rather than fixed mathematical relationships that can be analyzed and broken.
Solution Approach 2:
The patent introduces dynamics into the cryptographic system by making the key structure flexible and adaptive. The key can change size and shape, and the encryption process adapts to the specific random key generated. This dynamic approach prevents static analysis and pattern recognition, resolving the vulnerability to stealth cryptanalysis while maintaining security.
2Reliability
If randomness with complexity is used in cryptographic keys, then security may be enhanced, but vulnerability to cryptanalysis increases due to patterns emerging
Solution Approach 1:
The patent applies parameter changes by randomizing all key parameters (size, shape, content) rather than using complex but deterministic key structures. This transforms the cryptographic system from one that relies on mathematical complexity to one that relies on pure randomness, eliminating patterns that cryptanalysts could exploit while maintaining security through entropy.
Solution Approach 2:
The patent inverts the traditional cryptographic approach by replacing complexity with simplicity. Instead of using complex mathematical algorithms to ensure security, the system uses simple randomization of key parameters. This inversion resolves the contradiction by showing that security comes from unpredictability rather than complexity.
3Reliability
If the key structure is made secret in size and shape, then brute force extraction becomes less effective, but the system complexity increases
Solution Approach 1:
The patent extends the cryptographic key from traditional one-dimensional bit strings to multi-dimensional structures with variable size and shape. By adding dimensional complexity (the key can be represented as arrays, matrices, or other multi-dimensional structures), the system increases hacking resilience without requiring increased computational complexity for implementation.
Data Source
AI summary
A system and a method to build a recovery capability for a compromised network based on user controlled ad-hoc randomness combined with simplicity; immunized against stealth cryptanalysis which overshadows the prevailing security solutions.