Ontology V8.5:Complete Unified Version: From Clifford Algebra to Low-Energy Effective Field Theory

This paper is the complete unified integration of the Ontology series from V8.0 to V8.4.7. The core theoretical formula is \[dx={1-√1-v^2/c^2}{v}√ G/c\] where beta = v/c. This formula gives the continuous variation of spacetime granularity with velocity: at low velocity dx -> 0 (spacetime approaches a continuum), and at the speed of light dx -> l_P (the Planck-length upper bound). The phi field has a lower bound phi_P = 1/l_P, corresponding to the upper bound l_P of the spacetime granularity. The final theoretical positioning is: low-energy effective field theory + ultraviolet asymptotic safety + soft Lorentz violation. V8.5 does not repeat the detailed derivations; it only sorts out the citation relations among the versions, collects all formulas and labels their types, and lists the contradiction inventory and open problems. The main content and DOI of each version are as follows: V8.0: DOI: 10.5281/zenodo.22922055. Starting from the Lorentz transformation, it introduces the Minkowski imaginary-time coordinate, replaces the real velocity by an imaginary velocity, and then quantizes the time differential into the Planck time, deriving the core formula of spacetime granularity. V8.1: DOI: 10.5281/zenodo.22970332. It performs a three-level check of the core formula---quantum-mechanical, relativistic, and macroscopic---and completes seven reverse-back-substitution verifications, confirming that the derivation chain is reversible. V8.2: DOI: 10.5281/zenodo.22970436. Within the framework of the Lorentz transformation it systematically expands the core formula, establishes the dynamical gravitational constant G_eff(D)=G_0/f(D), writes the modified Einstein field equation and the D-field equation, and introduces the physical ultraviolet cutoff Lambda_eff=1/dx(v). V8.3: DOI: 10.5281/zenodo.22970676. It completes the reconstruction of the Clifford-algebra basis, constructs the 2+1-dimensional so(2,1) subalgebra and the 3+1-dimensional Dirac matrices, and verifies term by term the Cl(1,3) anticommutation relations. V8.4: DOI: 10.5281/zenodo.22972273. It completes the dimensional upgrade of the Clifford algebra, establishes the interface axioms A1 (jhat=hbar*j) and A2 (t~=ict), and clarifies that the core formula is the dimensional-reduction projection from the 3+1-dimensional algebra to 1+1 dimensions. V8.4.1: DOI: 10.5281/zenodo.22979024. It promotes dx to the scalar field phi=1/dx, writes the complete action, completes the ADM decomposition and the Wheeler-DeWitt equation, and proposes the dual-internal-clock scheme. V8.4.2: DOI: 10.5281/zenodo.22979299. It addresses ultraviolet completeness, rewrites the covariant cutoff, computes the loop divergence, proves that the loops are finite after the cutoff, finds a non-Gaussian fixed point, and proves the asymptotic safety of gravity. V8.4.3: DOI: 10.5281/zenodo.22979370. It integrates Lorentz violation, estimates the soft-violation magnitude, connects to doubly special relativity, and treats the effective-field-theory operators and the suppression mechanism, adding the D-matter Lorentz-violating coupling. V8.4.4: DOI: 10.5281/zenodo.22979403. It completes the unified field description within the V8 framework, clarifies the four fields and six couplings, derives the D-phi indirect coupling and the D-matter Lorentz-violating coupling, and proves the phi-matter no-coupling. V8.4.6: DOI: 10.5281/zenodo.22979427. It completes the rigorous proof of the low-energy limit, the derivation of the higher-order correction magnitudes, and the numerical computation and simulation, and gives four types of experimental predictions and falsification paths. V8.4.7: DOI: 10.5281/zenodo.22979446. As the T7-stage summary document, it sorts out the logical chain from V8.4 to T6, collects the final formulas of each stage, and lists the open problems and future work.