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May 8, 20260 citationsOpen Access

The PIMM Born Deviation: A Falsifiable Prediction of Sign-Reversing Probability Corrections in Spectral-Gap Gradient Backgrounds

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TBTravis Bergen

Key Points

  • The research aims to propose a falsifiable prediction related to deviations from standard Born statistics in quantum mechanics.
  • Used the IMM action structure with probability normalization as a constraint.
  • Proposed a circuit-QED experiment with a 27-second measurement for detection and a 3-day period for falsification.
  • Incorporated features like deviations at uniform Delta and spatial structures by spectral gradient.
  • Establishes a deviation formula, P_IMM(i) = ||^2 + epsilon*(||^2 - 1/n)*F(x).
  • Demonstrates the prediction vanishes at uniform Delta to recover standard quantum mechanics.
  • Indicates a change in sign at P_QM=1/n as a unique aspect not produced by decoherence models.

Abstract

Theorem (One-Loop Path-Integral Form) + Falsifiable Prediction. Under the IMM action structure, with probability normalization as the only constraint, the deviation from standard Born statistics is forced to be PIMM (i) = ||² + epsilon* (||² - 1/n) *F (x) with F (x) = |grad Delta|² / (|grad Delta|² + Delta₀²). Three discriminating features: vanishes at uniform Delta (recovers QM), changes sign at PQM=1/n (no decoherence model produces this), spatially structured by spectral gradient. Circuit-QED experiment proposed: 27-second measurement at epsilon=10^-3 for 3-sigma detection; 3-day falsification at epsilon >= 10^-5. The framework's principal experimental kill shot. Inherits from Paper 0 (axioms A1, A4, A5, A6) ; builds on Papers 4 and 5.

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Cite This Study

Travis Bergen (2026) studied this question.

synapsesocial.com/papers/69fd8021bfa21ec5bbf088b4https://doi.org/10.5281/zenodo.20042370
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