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February 11, 2026Open Access

The Dynamics of Discrete Fact: A Phase-Transition Theory of Wavefunction Collapse (v2, Expanded/Refined)

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Authors

AMAhmed Hamid Mahmoud

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Overview

Expanded theory explains wavefunction collapse as a phase transition in measurement devices, implying new insights.

Key Points

  • This research aims to clarify wavefunction collapse as a physical phenomenon and its relation to nonequilibrium phase transitions.
  • Expanded model of wavefunction collapse as a critical instability.
  • Applied time-dependent Ginzburg–Landau dynamics.
  • Discussed spontaneous symmetry breaking in the apparatus–environment system.
  • Preserved born weights through a probability-conserving basin flow.
  • Specified experimental regimes for critical signatures.
  • Demonstrated explicit single-run collapse dynamics.
  • Strengthened the argument for born-rule preservation.
  • Identified signatures like critical slowing, hysteresis, and metastability.
  • Positioned collapse within emergent macroscopic instabilities.

Cite This Study

Ahmed Hamid Mahmoud (2026) studied this question.

synapsesocial.com/papers/698c1c46267fb587c655e8bdhttps://doi.org/10.5281/zenodo.18540998
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