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Geometric Reconstruction of the Nature of Spacetime under the MOC Framework: Curvature Configuration Theory
Author: Zhang Suhang, Luoyang
Abstract
Classical physics regards spacetime as a background stage independent of matter, while rela...
Complete Three-Body Dynamic System under the MOC Framework with Curvature–Torsion Coupling
Based on the Multi-Origin Curvature (MOC) paradigm and building upon the minimalist planar curvature algebra...
Algebraic Structural Solution of Curvature Coupling for the Planar Three-Body Problem under the MOC Framework Author: Zhang Suhang, Luoyang Abstract The classical planar three-body problem, relying on a single-origin Cartesian coordinate system...
Paradigm Reconstruction of the Three-Body Problem under the Multi-Origin Curvature (MOC) Framework: Abandoning Trajectories, Solving Curvature Equilibrium Author: Zhang Suhang, Luoyang Abstract Within the frameworks of classical Newtonian mecha...
Introduction Today businesses are investing heavily in digital advertising to drive traffic, generate leads, and increase conversions. For ecommerce brands, startups, and growing companies, paid campaigns are critical to staying competitive. Yet,...
Why can some physical laws be generalized to mathematics? Because both physics and mathematics are mappings of the objective world onto two different domains.
I even feel that physics is the transition of the objective world's mapping into math...
--- Derivation of the Strong Interaction from the MOC Unified Curvature Equation（UCE） Author: Zhang Suhang (Bosley Zhang), Luoyang --- 1. Curvature Degrees of Freedom for the Strong Interaction The total curvature scalar K in MOC is decompose...
--- Derivation of the Weak Interaction from the MOC Unified Curvature Equation（UCE） Author: Zhang Suhang (Bosley Zhang), Luoyang --- 1. Basic Form of the MOC Unified Curvature Equation (UCE) The starting point of MOC is an action extremal pri...
“Analysis of the Isomorphism between Coulomb Force and Universal Gravitation – Based on the MOC Unified Curvature Framework” by Zhang Suhang (Bosley Zhang). --- Analysis of the Isomorphism between Coulomb Force and Universal Gravitation – Based ...
A Brief Analysis of the Unified Essence of Traditional Wavefunction Quantum Formalism and MOC Endogenous Frequency Author: Zhang Suhang (Bosley Zhang) Luoyang AbstractThis paper compares the ways frequency is intro...
The Unified Curvature Equation (UCE) Rigorously Derives the Yang–Mills Equation within the Framework of Geometric Extremum and Fiber BundleAuthor: Zhang Suhang, LuoyangThe unified curvature equation (UCE) can rigorously derive the Yang–Mills equat...
Derivation of Maxwell Equations and Coulomb’s Law from Modified MOC Unified Curvature Extremum PrincipleAuthor: Zhang Suhang (Luoyang)Independent ResearcherAbstractBased on the revised MOC unified curvature extremum principle, this paper strictly ...
Derivation of the Law of Universal Gravitation from the MOC Unified Curvature Extremum PrincipleAuthor: Zhang Suhang (Luoyang)1. MOC Unified Curvature Extremum Principle (Postulate)Let the spacetime manifold be equipped with a unified curvature sc...
The Geometric Origin of Weak Interaction: From Curvature Frequency Transition to a Unified Framework of the Four Fundamental Forces
Author: Zhang Suhang (Bosley Zhang) Affiliation: Independent Theoretical Physics Researcher, Luoyang, China ...
--- Unified Analytical Solution for Non‑equilibrium Steady State of a Two‑Level System Coupled to Two Heat Baths under the MOC–MIE Framework
Author: Zhang Suhang (Le Zhang, Bosley Zhang) Independent Researcher in Mathematical Physics and Th...
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Analytical Solutions to Two Classical Challenging Problems in Statistical Physics within the Multi-Origin Curvature （MOC）and Maximum Information Efficiency （ MIE）Framework
Author: Zhang Suhang (Le Zhang, Bosley Zhang)
Independent Rese...
--- Clarification on the Relationship Between MIE and the Maximum Entropy Principle To avoid theoretical misunderstandings and academic ambiguity, this section specifically clarifies the intrinsic relationship between the Maximum Information Eff...
--- Multi-Origin Curvature (MOC) and Maximum Information Efficiency (MIE) Framework for the Unified Theory of the Three Major Statistical Distributions in Classical and Quantum Physics —Including a Complete Proof and Geometric Realization of the...
Title: MOC Curvature and Degeneracy of State Space: From Curvature to Combinatorial Counting
Author: Zhang Suhang (Bosley Zhang) Correspondence: zhang34269@zohomail.cn Core Theories: MOC (Multi-Origin Curvature), MIE (Maximum Informati...
Title: Explicit Definition and Statistical Derivation of the MOC Geometric Constraint Term \mathcal{C}_{\text{MOC}}
Author: Zhang Suhang (Bosley Zhang) Correspondence: zhang34269@zohomail.cn Core Theories: MOC (Multi-Origin Curvature),...
--- Title: From MOC Geometric Constraints to the Three Major Statistical Distributions: A Combinatorial Topological Derivation Author: Zhang Suhang (Bosley Zhang)Correspondence: zhang34269@zohomail.cnCore Theories: MOC (Multi-Origin Curvature), ...
Title: Unification of Classical and Quantum Three Major Statistical Distributions Under the Framework of Multi-Origin Curvature and Maximum Information Efficiency
Authors: Zhang Suhang (Bosley Zhang, ) Independent Researcher in Theoretical an...
--- Unification of Laplace Potential Flow Equation and Navier-Stokes Equations under the MOC Multi-Origin High-Dimensional Geometric Framework Author: Zhang Suhang (Bosley Zhang) Affiliation: Independent Researcher Email: zhang34269@zohomail.c...
Two Conjectures, One Axiom
Collatz and Goldbach—one dynamic, one static; one iterates downward, one splits upward. On the surface, they seem unrelated, yet under the framework of the ECS Axiom, they share the same underlying logic:
Symmetry ...
Axiomatic Proof of the Goldbach Conjecture: Based on the ECS Framework (Extremum-Conservation-Symmetry)
Author: Zhang Suhang (Luoyang)
Abstract: The Goldbach Conjecture asserts that every even integer not less than 4 can be expressed as th...
A Proof of the Collatz Conjecture within the ECS Framework: Based on Extremum-Conservation-Symmetry Axioms Author: Zhang Suhang (Luoyang) Abstract: The Collatz conjecture is a classic unsolved problem in the field of discrete dynamical systems, ...
Title: Research on Extremum-Conservation-Symmetry (ECS) Discrete System Modeling and Laws of Large Numbers Author: Zhang Suhang (Luoyang) Abstract: This paper conducts systematic theoretical research on Extremum-Conservation-Symmetry (ECS) discr...
193 Cross-Disciplinary Unification via the Axiom of Maximum Information Efficiency: Murray's Law, Polyhedron Formula, and Fermat's Principle Author: Zhang Suhang, Luoyang Abstract: The Axiom of Maximum Information Efficiency (MIE), established...
192 Axiom of Maximum Information Efficiency (III): Extremal Criterion for Stability Author: Suhang Zhang Luoyang Abstract Stability is a core property of dynamical systems, determining whether a system can persist under perturbations....