Abstract: Contemporary physics faces an irreconcilable ontological friction at the intersection of general relativity and quantum mechanics. This three-part research program proposes the Macroscopic Integration of Nonlocal Information (M. I. N. I. ) framework, mapping emergent continuous spacetime to a strictly finite, discrete algebraic substrate. Utilizing a finite-N Lorentzian IKKT supersymmetric matrix model as a dynamic adjacency graph, we demonstrate that continuous classical geometry is a coarse-grained thermodynamic illusion. By enforcing strict computational finitism, we natively derive classical inertial mass and kinematic time dilation as algorithmic processing deficits—exact manifestations of bounded computational bandwidth within the non-commutative network. This submission contains the complete three-phase architecture of the framework: 1. The Core Framework (miniframework. pdf): Derives emergent geometry, bandwidth conservation, and macroscopic gravity from the non-perturbative matrix substrate. 2. The Standard Model Program (miniₛtandardₘodelₚrogram. pdf): A conditional algebraic post-processing pipeline mapping chiral fermion spectra, gauge fracturing (U (3) U (2) U (1) ), and Higgs mass channels to the topological intersection integers of the discrete background. 3. The Phenomenological Blueprint (miniₑxperimentalₚrogram. pdf): A MAQRO-style experimental feasibility study providing a strictly falsifiable optomechanical target. We predict a deterministic macroscopic quantum collapse threshold: a 10^-14 kg silica nanosphere placed in a 1 micrometer superposition will undergo objective collapse in exactly 25. 5 milliseconds, exhausting a 6. 25 Hz Topological Reallocation Wave (TRW) verifiable by next-generation interferometry.
Blake Pitt (2026) studied this question.