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.
Abstract Panmicropsychism is the hypothesis that the physical ultimates of our universe (i.e., its fundamental physical ingredients) are also its phenomenal ultimates (i.e., its fundamental phenomenal ingredients). In this paper, I argue that, just as the mathematical description of the physical ultimates of our universe displays simplicity, symmetry, and beauty, panmicropsychists should similarly expect the mathematical description of the phenomenal ultimates to reflect these same qualities. I exemplify this claim using what is arguably the simplest of all types of phenomenal qualities – color. Specifically, I utilize phenomenological data on color to construct the maximally symmetric mathematical description of phenomenal color space. I then show that this mathematical description is isomorphic to the mathematical description of two-state quantum systems (qubits) in a mixed state. Based on this isomorphism, I suggest that color may be the phenomenal dual aspect of two-state quantum systems.
Using thought experiments as a central methodology, this project proposes a theoretical framework that bridges traditionally segregated academic perspectives—including physics, quantum mechanics, information theory, and thermodynamics. The ELS Framework reinterprets quantum phenomena through the lens of minimal degrees of freedom. Prioritizing conceptual architecture and physical intuition over rigid mathematical derivation, this research provides a unified explanation for quantum coherence, decoherence, material stability, and the fundamental relationship between time and density. Furthermore, this framework presents conceptual design ideas for future quantum technologies, energy control systems, and physics-based innovations. The ultimate goal of this project is to establish a foundational vision that invites future theoretical formulation and experimental validation.