Generalized Evolutionary Ontology--Unified Field Theory of Cognitive Geometric Dynamics and Information Physics

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Authors: Xuezhi Cheng
Cited by: 0

Abstract

This paper "Primal Kinesis," aiming to reconstruct ontology by shifting from "Being as Substance" to "Being as Action."By introducing the rigorous mathematical framework of the 24-dimensional logic manifold, PKT successfully unifies Newtonian mechanics (flat manifold limit), Einstein’s General Relativity (dimension-compactified special case), and Bohr’s Quantum Mechanics (non-contractile metric special case) as low-dimensional projections or degenerate forms within a high-dimensional logical space. The systemic completeness of PKT is demonstrated through its Triadic Antagonism mechanism (), which explains not only the dynamical roots of biological evolution and tumor heterogeneity but also extends to macro-fields such as the anthropological origins of art and the dissolution of meaning in modern society. PKT is more than a speculative philosophy for interpreting the world; it is a "universal algorithm" designed to navigate the "survival pressure" of an entropic universe. Its historical significance lies in re-establishing the ethical agency of humans in the algorithmic age through Self-Originating Accountability, achieving a unified field theory mapping between cognitive geometric dynamics and information physics. All Rights Reserved This work is protected by copyright. The author explicitly withholds core mathematical formalisms regarding 'Execution Impedance' and 'Logical Metric Contraction' to prevent unauthorized use by Embodied AI systems and to safeguard human agency. No part of this document may be reproduced, distributed, or modified without prior written permission from the author, Xuezhi Cheng.

Fields of Study & Subjects

Relativity and Gravitational Theory Philosophy and Theoretical Science Complex Systems and Dynamics

Publication details

Journal / source
PhilPapers (PhilPapers Foundation)
Publication date
1 January 2026
Language
EN
Document type
Book