METHOD AND SYSTEM FOR QUANTUM-RESISTANT ENCRYPTION KEY GENERATION USING QBLH GEOMETRIC STRUCTURES AND TETRAHEDRAL TRINARY STATES

A system and method for generating quantum-resistant encryption keys using higher dimensional geometric
mappings from the QBLH (Qabbalah) structure, magic number squares, and phi/pi coordinate weighting,
combined with tetrahedral trinary state encoding. The method produces cryptographic keys resistant to quantum
attacks (e.g., Shor’s, Grover’s algorithms) and suitable for integration with post-quantum cryptography (PQC)
algorithms and blockchain security. The system is deployable as a software module or integrated hardware logic.
These abstract highlights a system that differs from conventional key generation methods by introducing symbolic
and geometric layers of protection. By embedding mathematical constants such as phi (the golden ratio) and pi
(π) into coordinate weightings, the process ensures that encryption keys emerge from non-linear and multidimensional structures, which are extremely difficult for both classical and quantum computers to replicate or
break.
The inclusion of tetrahedral trinary state encoding further strengthens the design. While traditional cryptographic
systems rely on binary states (0 and 1), the introduction of trinary logic with states such as Open, Closed, Right,
and Left allows for a much larger state space. This expansion in logical complexity significantly raises the
computational difficulty of brute-force attacks. The invention is also built for flexibility and real-world
deployment. It can operate purely as software, functioning as a lightweight encryption module that integrates into
existing PQC algorithms, or as dedicated hardware logic embedded into secure processors and IoT devices. This
ensures that industries ranging from blockchain security to enterprise communications can adopt the system
without redesigning their infrastructures.