Information-Causality Field and the Unified Field Theory Based on 11-Dimensional T^3 Torus Fractal Geometry -- Paper X: Completing Einstein's Unified Field Theory via 105 Causal Lattices: Full Formulation of Information-Causality Field Theory, Deriva

We present the mathematical and physical completion of Albert Einstein's lifelong quest for a Unified Field Theory (Einheitliche Feldtheorie) by formulating Information-Causality Field Theory on a discrete T^3 x Z_900 topological manifold. By establishing the strict physical and mathematical isomorphism between mass-energy geometry, quantum action, and discrete topological information systems, we resolve the centuries-old incompatibility between Quantum Mechanics and General Relativity. Building upon the Phase-Latching Pipeline (PLP) operator framework and the fundamental causal anchor equation M^2 = (L · c) / G derived in Volume 9, we explicitly formulate the 15 fundamental base engine equations that bridge microscopic Landauer bit-thermodynamics, quantum action limits, and macroscopic gravitational coupling constants. Furthermore, we execute the exhaustive derivation of the 105 causal interaction lattices (15C2 = 105) that govern the universe's discrete topological structure. Through the complete 15x15 interaction matrix mapping, we prove that physical reality, quantum wave-function collapse, and discrete 10-bit modular phase dynamics collapse onto identical, non-contradictory phase-ring invariant manifolds (Ω* ≅ Z_900) with an effective Phase Stability Ratio strictly satisfying FSR ≥ 99.34%. This work establishes the ultimate mathematical completion of classical and quantum physics into a single, unified, deterministic topological paradigm.

Authors

Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-09-25
DOI
https://doi.org/10.5281/zenodo.22958264
Primary Topic
Advanced Mathematical Theories and Applications
Type
preprint
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Information-Causality Field and the Unified Field Theory Based on 11-Dimensional T^3 Torus Fractal Geometry -- Paper X: Completing Einstein's Unified Field Theory via 105 Causal Lattices: Full Formulation of Information-Causality Field Theory, Deriva

Chul Kim
Zenodo (CERN European Organization for Nuclear Research)
Advanced Mathematical Theories and Applications
preprint

Information-Causality Field and the Unified Field Theory Based on 11-Dimensional T^3 Torus Fractal Geometry -- Paper X: Completing Einstein's Unified Field Theory via 105 Causal Lattices: Full Formulation of Information-Causality Field Theory, Deriva

Chul Kim
preprint en

Abstract

We present the mathematical and physical completion of Albert Einstein's lifelong quest for a Unified Field Theory (Einheitliche Feldtheorie) by formulating Information-Causality Field Theory on a discrete T^3 x Z_900 topological manifold. By establishing the strict physical and mathematical isomorphism between mass-energy geometry, quantum action, and discrete topological information systems, we resolve the centuries-old incompatibility between Quantum Mechanics and General Relativity. Building upon the Phase-Latching Pipeline (PLP) operator framework and the fundamental causal anchor equation M^2 = (L · c) / G derived in Volume 9, we explicitly formulate the 15 fundamental base engine equations that bridge microscopic Landauer bit-thermodynamics, quantum action limits, and macroscopic gravitational coupling constants. Furthermore, we execute the exhaustive derivation of the 105 causal interaction lattices (15C2 = 105) that govern the universe's discrete topological structure. Through the complete 15x15 interaction matrix mapping, we prove that physical reality, quantum wave-function collapse, and discrete 10-bit modular phase dynamics collapse onto identical, non-contradictory phase-ring invariant manifolds (Ω* ≅ Z_900) with an effective Phase Stability Ratio strictly satisfying FSR ≥ 99.34%. This work establishes the ultimate mathematical completion of classical and quantum physics into a single, unified, deterministic topological paradigm.

Zenodo (CERN European Organization for Nuclear Research)
Advanced Mathematical Theories and Applications
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