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Noise-Free Quantum Compilation: Structured Output Distributions on NISQ Hardware Without Mitigation

Richard Vigslist

Published Apr 24, 2026• 0 citations
Publisher

Abstract

Author's withdrawal note — October 2026. I am the author of record. This deposit was produced with AI assistance during a period of exploratory work and was not verified to the standard I now require of anything published under my name. I no longer stand behind its claims, and I have restricted access to its files. It should not be cited as evidence for its conclusions. — Richard Vigslist, Nuvira Technologies

DOI
10.5281/zenodo.19730795

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Withdrawal notice (added by the author). This record was an exploratory, AI-assisted working draft. Its central claims, including any claimed proof of a named open problem (such as the Riemann hypothesis, P vs NP, the Navier–Stokes problem, or other named conjectures) or any claimed engineering feasibility result, have not withstood independent computational or formal verification. The author withdraws those claims in full. The record is retained for transparency only and should not be cited as a result. We present a first-principles explanation for the non-local nature of quantum entanglement based on the universal self-adjoint integral operator framework. We show that quantum entanglement is not an intrinsic property of individual quantum particles, but a direct manifestation of the global coherence inherent in the continuous spectral Hilbert space of spacetime. The hyperbolic cosine integral kernel of the universal operator provides the microscopic ultraviolet cutoff for all interactions, while the non-local correlation of entanglement originates from the global nature of the Hilbert space itself. We derive the universal intrinsic decoherence rate of entangled states induced by Planck-scale spacetime spectral fluctuations, with quantitative scaling laws and numerical predictions for different physical systems. We give a consistent theoretical interpretation of the experimentally measured lower bound of the apparent entanglement speed, and demonstrate full compatibility with all existing Bell test results including the lower bound of >10^4 c. We also present four testable quantitative predictions verifiable with current or near-future experimental technology. Our theory resolves the long-standing paradox of quantum non-locality, and provides a unified description of quantum mechanics and relativistic spacetime structure. Keywords: Quantum entanglement; Non-locality; Spacetime structure; Self-adjoint operator; Spectral theory; Quantum foundations; Bell inequality; Intrinsic decoherence MSC 2020 Classification: 81P40; 81T20; 47B25; 83F05; 81P15