Treffer: Collapse-Based Cryptographic Decryption Using Total Wave Modified Schrödinger Equation (TWMSE)

This paper introduces a novel system and method for cryptographic decryption based on deterministic collapse resonance derived from the Total Wave Modified Schrödinger Equation (TWMSE). Unlike classical brute-force search or probabilistic quantum measurement, the framework encodes an encrypted problem state as a system wavefunction and candidate solution states as observer wavefunctions. A collapse field with tunable parameters ensures destructive interference cancels incorrect candidates while constructive resonance deterministically selects the correct solution. Applications extend to RSA, Diffie–Hellman, elliptic curve cryptography, lattice-based post-quantum protocols, blockchain, and hybrid secure messaging frameworks. Hardware embodiments include optical photonic systems, neuromorphic processors, and resonant field architectures. A proof-of-concept simulation demonstrates feasibility by factoring N=15, where the correct factors (3 and 5) emerge as states of minimum dissonance. This toy validation illustrates that collapse-based resonance can yield falsifiable, reproducible results, providing a foundation for scaling to larger cryptosystems. Note: A Python notebook implementing this proof-of-concept is available upon request and may be released in future Zenodo repository updates