Resolution of Bell's Non-Locality without Spooky Action: Shared-Pointer Discrete Addressing in Crystalline Matrix M and Termux Hardware Latency Proof

Title: Resolution of Bell's Non-Locality without Spooky Action: Shared-Pointer Discrete Addressing in Crystalline Matrix M and Termux Hardware Latency Proof Author: Joon-sik Choi (최준식) Affiliation: Bella Vista Lux Mea / Unified Matrix M Discrete Infrastructure (Sydney, Australia) Master Repository DOI: 10.5281/zenodo.22996373 Abstract & Theoretical Scope This treatise liquidates the continuous manifold dogma in quantum foundations and resolves the century-old dilemma of Bell's non-locality and the Einstein-Podolsky-Rosen (EPR) paradox. The apparent paradox of superluminal "spooky action at a distance" is proven to be an artifact of an obsolete premise: the assumption that physical space is a continuous differentiable manifold where separation enforces finite signal propagation latency (dt = d / c). Within the Discrete 5D Complex Crystalline Matrix M Infrastructure, physical space is reformulated as a unified discrete address space. Spatially separated entangled qubits do not represent isolated physical entities communicating across metric intervals; rather, they are dual reference pointers (shared pointers) addressing an identical single memory node within the non-Planckian lattice: Addr(Alice) = Addr(Bob) = κ_0 Consequently, wavefunction collapse is resolved as an O(1) computational bit-flip state transition (⇒) governed by cyclic matrix operator M rather than superluminal physical transmission. We derive Tsirelson's bound (S = 2√2 ≈ 2.828427) as an exact algebraic invariant locked