DECLARATION OF PRIMACY: Topological Chronodynamics (TCD) & Omni-Engine

DECLARATION OF PRIMACY: Topological Chronodynamics (TCD) & Omni-Engine Author: Rudolf Bandor Date of Establishment: March 2026 Framework: Topological Chronodynamics (TCD) / Information Quasicrystal Theory (TIK) 1. Statement of Authorship and Primacy I, Rudolf Bandor, hereby establish my formal claim of authorship and scientific primacy over the theoretical framework known as Topological Chronodynamics (TCD) and its computational implementation, the Omni-Engine (Level D Simulator). This timestamped repository serves as immutable proof of the initial conceptualization, mathematical derivation, and computational validation of the TCD framework. 2. Abstract of the Theory The Standard Model of particle physics relies on point particles, quantum fields, and abstract empirical constants (e.g., the fine-structure constant, proton-to-electron mass ratio). Topological Chronodynamics (TCD) replaces this paradigm with a discrete, deterministic geometric approach: Dodecahedral Lattice (Level D): Space is modeled as a rigid dodecahedral quasicrystal. Phase Pressure (Chronon Field): Energy is defined strictly as topological phase tension ($\Psi$) propagating through this lattice in discrete time steps (Chronons, $\hat{\mathcal{T}}$). Particle Genesis: Elementary particles are not fundamental objects, but emergent topological phase vortices (e.g., the Proton as a 3-phase Trefoil Knot). Siphon Operator: Black holes and particle singularities are modeled as inter-dimensional relief valves connected to an 8D toroidal hyperspace. 3. Computational Proof (Omni-Engine) Accompanying this theory is the Omni-Engine, a PyOpenCL-based computational physics simulator. Unlike non-computable string theories, TCD is fully falsifiable via digital simulation. The provided codebase successfully demonstrates: The emergent stabilization of hadrons from a pure phase vacuum. The avoidance of the "Runaway Effect" via geometric non-linear saturation (The Harmonika Mechanism). The derivation of the proton-to-electron mass homeostasis boundary strictly from geometric limits (Nyquist phase slip limit) rather than hardcoded empirical values. 4. Licensing and Citation The theoretical documents (Book I & Book II) are released under the Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International (CC BY-NC-ND 4.0) license. The simulation source code (tkv_sandbox.py, tkv_hydrogen_atom.py) is released under the MIT License. Any future research, publication, or simulation utilizing the 12-sided chronon lattice model, the Trefoil phase-knot mass generation, or the Omni-Engine Master Equation must formally cite this original work and its author, Rudolf Bandor. DOI: $$To be assigned by Zenodo$$