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May 11, 20260 citationsOpen Access

Pre-Commit States at Cosmological Scales: The Metastable Electroweak Vacuum and the Holographic Ledger Framework

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KHKarsten Heilemann

Key Points

  • The aim is to demonstrate that the metastable electroweak vacuum can be viewed as a Pre-Commit State within the Holographic Ledger framework.
  • Identified core features of the metastable electroweak vacuum that align with Holographic Ledger formalism.
  • Examined an independent example of self-interacting dark matter core collapse and its structural parallels.
  • Analyzed implications of the quantum observer problem regarding measurement conditions.
  • Confirmed that the electroweak vacuum possesses local stability with non-global energy minimum properties.
  • Demonstrated irreversible transitions in the Holographic Ledger framework, with information-thermodynamic measurability as a distinguishing factor.
  • Highlighted structural isomorphism across different physical contexts without asserting physical identity.

Abstract

The measurement of the Higgs boson mass at approximately 125. 09 GeV places the electroweak vacuum in the metastable regime of the Standard Model. The vacuum is locally stable but not the global energy minimum, with a non-zero probability of quantum tunneling to a lower-energy state on timescales exceeding 10⁶00 years. This paper argues that the metastable electroweak vacuum constitutes a structural realization of a Pre-Commit State as defined within the Holographic Ledger (HL) framework. Four core features are identified that map directly onto the HL formalism: local persistence without global stability, irreversible transition upon crossing a threshold, epistemic boundary for internal observers, and thermodynamic consequence of the transition. A fifth distinguishing criterion — information-thermodynamic measurability — separates HL Pre-Commit States from generic threshold-driven phase transitions. A second, independent cosmological example — core collapse in self-interacting dark matter (SIDM) halos — is shown to exhibit the same structural pattern. The implications of the quantum observer problem are examined and reframed as a question of measurement conditions rather than metaphysics. The analysis reinforces the HL programme's core methodological commitment: structural isomorphism across scales, without claiming physical identity.

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Cite This Study

Karsten Heilemann (2026) studied this question.

synapsesocial.com/papers/6a01720a3a9f334c2827211ehttps://doi.org/10.5281/zenodo.20090467
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