Title: Finite Information Theory V9.3: Beyond Physical Laws — The Absolute Boundary of the Axiom and the Logical Closure
Abstract: This paper is the final chapter of the meta-theoretical system of Finite Information Theory. Building upon V9.0–V9.2, it pursues a question more fundamental than "What are physical laws?": What exactly is the scope of the Finite Information Axiom? The paper demonstrates that even if physical laws fail somewhere in the universe, the Finite Information Axiom still holds as an absolute law. The argument relies solely on the most fundamental meta-theoretical concepts—distinguishability, changeability, difference, measurement, and settlement—without invoking any specific physical entities or dynamical models. The conclusion establishes the axiom as a transcendent logical law to which all possible worlds must necessarily conform.
Zenodo Link: http
Author: Jingsong Zhou
ORCID: 0009-0009-3585-2506
Affiliation: Independent Researcher (Changshu Hospital of Traditional Chinese Medicine)
