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April 12, 20260 citationsOpen Access

The Higgs Mechanism and the Higgs Boson in Energy-Efficiency Theory: Free-State Background Condensation and Constrained-State Excitation

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HYHongpu Yang

Key Points

  • The research aims to clarify the physical nature of the Higgs field and boson using Energy-Efficiency Theory.
  • Develop a theoretical interpretation of the Higgs field as free-state background energy.
  • Define the Higgs boson as a localized excitation of this vacuum background.
  • Analyze the electroweak phase transition in terms of energy ratios and mass acquisition mechanisms.
  • Propose predictions based on the derived properties of the Higgs boson and its decay rates.
  • Identified the Higgs field with vacuum energy that can condense under specific conditions.
  • Proposed that the Higgs boson's mass and decay properties depend on energy ratio changes.
  • Generated three falsifiable predictions related to high-energy collisions and early universe scenarios.

Abstract

The Higgs mechanism is a cornerstone of the Standard Model, explaining how elementary particles acquire mass through spontaneous symmetry breaking. Yet its ontological interpretation remains debated: what is the physical nature of the Higgs field? What is the Higgs boson? Energy-Efficiency Theory (EET) offers a first-principles answer grounded in energy monism. We propose that the Higgs field is the continuous free-state energy background of the vacuum, and the Higgs boson is a localized constrained-state excitation of this background. The electroweak phase transition is reinterpreted as a critical escape event driven by the energy ratio = Ėₑ₄ₒ₏ / Ė₌₀₈₍: when 1, the free-state background condenses into a non-zero vacuum expectation value v, and particles acquire mass via inertial resistance in this background. We derive the constraint barrier of the Higgs boson Eb = mH c² and its decay rate scaling H ^-1. Three Level VI falsifiable predictions are proposed: (1) channel-dependent deviation of Higgs decay branching ratios in high-energy collisions where 1; (2) critical exponent 0. 38 (3D O (4) universality class) for v (T) near Tc in BSM scenarios; (3) modification of the effective Higgs width in the early universe, affecting gravitational wave and baryogenesis predictions. This framework is fully compatible with Standard Model calculations at =1 while providing a unified energy-ontological foundation for the Higgs sector.

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Cite This Study

Hongpu Yang (2026) studied this question.

synapsesocial.com/papers/69db37b04fe01fead37c5b1bhttps://doi.org/10.5281/zenodo.19496668
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