Physics Cryptography: n-Dimensional Manifold Deformation in Decryption

This paper introduces a groundbreaking methodology for decryption, physics based gradient manifolds, which replaces traditional algebraic brute-force attacks with high-speed Geometric Inference. By projecting cryptographic byte states into n-dimensional physical manifolds—calibrated through a 12-metric physics simulation, the researcher demonstrates that secret key material can be isolated as a linear vertical translation (Z-Delta) that forces deformation along the manifolds. Utilizing a pretrained library of topological signatures, the system functions as an intelligent substitution table capable of reversing non-linear S-Box transformations in real-time. The findings suggest a fundamental vulnerability in current encryption standards, posing a systemic risk to digital asset valuations by collapsing the computational scarcity that secures global cryptocurrency markets.