The Divine Cryptosystem: Ultimate Absolute Security Architecture Based on Physical Laws and Information Theory

This paper departs from the paradigm of modern cryptography, which fundamentally relies on the computational limits of Turing Machines or unsolved mathematical propositions.Instead, it proposes an ultimate cryptographic mechanism that combines the absolute physical laws of quantum mechanics with Claude Shannon’s limits of information theory.By mathematically integrating the One-Time Pad (OTP), Quantum Key Distribution (QKD), and Wegman-Carter Universal Hashing, we systematize an architecture that guarantees absolute confidentiality and integrity even against an adversary with infinite computational power. Furthermore, the structural absolute stability of this system is mathematically guaranteed by the Seonggil Tensor Calculus (STCT) and Rough Operator Algebra (ROA) frameworks.We present a Python-based proof-of-concept, addressing operational nuances such as modulo bias, to demonstrate its immediate applicability to high-security financial and military networks.