The Luffa Geometric Universe Model: Main Paper and Monographs 01-18 Collected Works

This dataset contains the Main Paper and Monographs T01 to T18 (Version v5) of the \textit{Luffa Geometric Universe Model}. Built upon a physical continuous medium grid with an absolute elastic modulus ($10^{155}\text{ Pa}$) and extreme resolution ($10^{-56}\text{ m}$), this model aims to achieve a grand ontological unification of quantum mechanics and relativity through tensor mechanics and differential topology. The core literature in this phase covers the following major breakthroughs: Main Paper & Fundamental Axioms: Establishing the cosmic vacuum as an extremely rigid physical grid, replacing abstract probability and empty spacetime with a pure continuum dynamics framework. Physical Geometric Limits of Relativity (T01-T02): Rigorously deriving time dilation in Special Relativity and black hole event horizons in General Relativity as "wavefunction manifold stretching" and "radial strain gradient limits ($\epsilon_r = 0.5$)" within the physical grid under the limit wave speed $c$. Topological Origin of Matter and Mass (T04-T08): Redefining elementary particles as "non-linear phase solitons," and precisely deriving the limit cohesive strain energy of the electron as a "closed helical vortex ring," revealing the geometric mechanical nature of rest mass. Quantum Non-locality & Dynamic Responses (T03, T14-T18): Analyzing the microscopic mechanisms of "holomorphic connected manifolds" to explain quantum entanglement, exploring the topological boundaries between matter and radiation in a physical lattice, and the dynamic tensor inversion mechanisms of neutrino oscillation. This series of monographs lays the most solid geometric tensor foundation for the \textit{Luffa Model}, officially marking the entry of physics into a new era of pure physical 3D geometric computation.