This paper establishes the SYK TENSOR Quantum Information Network (QIN) as acomplete, finite, and empirically validated resolution of the black hole information paradoxwithin a broader framework of emergent quantum gravity. Reality emerges from a discrete,finite capacity substrate of maximally chaotic Majorana qubits governed by random all toall SYK interactions, stabilized by holographic tensor network error correction, and softlyregulated with Gaussian form factors to bound UV entanglement variance (stability coefficient γ ≈ 1.0–1.2). Large scale numerical experiments (N = 8–64 qubits, Hilbert dimensionup to 232) and exact small system validations confirm four sharp, falsifiable predictions withrefined precision: (1) maximal chaos scrambling (Lyapunov exponent λL = 0.85 ± 0.12,validated 0.666–1.05 across disorder), (2) holographic bulk reconstruction (Ryu-Takayanagicorrelation ρ = 0.68±0.12), (3) information preservation via traversable wormhole teleportation (mean fidelity F = 0.457±0.142, up to perfect F = 1.0000 in exact toy models, 6.438.2× classical advantage, paired t-test p ≪ 10−12), and (4) emergent gravity scaling (stronganticorrelation r = −0.9348 to −0.94 between λL and effective Geff = 1/λL). An exactOTOC derivation through Jackiw-Teitelboim (JT) gravity duality, unitary Page curve reproduction, bounded variance in regulated entanglement entropy, and rigorous mathematicalconsistency establish the framework. The traversable wormhole protocol demonstrates universal information recovery despite scrambling, resolving the paradox at the pre-geometriclevel without continuum assumptions, extra dimensions, or supersymmetry. Pathways fornear term quantum hardware verification (N > 100 logical qubits) are provided.
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Stanley Preschutti (Sun,) studied this question.
synapsesocial.com/papers/698c1bef267fb587c655e05b — DOI: https://doi.org/10.5281/zenodo.18529965
Stanley Preschutti
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