Quantum Vacuum Self-Consistency as the Dynamical Origin of Spacetime and Particle Physics
Tao Huang

TL;DR
This paper introduces a quantum vacuum self-consistency framework that unifies spacetime, gauge, and Higgs fields as emergent phenomena from a single quantum state, leading to testable predictions in cosmology and gravity.
Contribution
It develops a novel approach linking quantum vacuum properties to the emergence of spacetime and particle physics, incorporating higher-derivative gravity and asymptotic safety.
Findings
Derives Einstein, Yang-Mills, and Higgs equations from vacuum equations of state.
Predicts Starobinsky-type inflation with specific spectral index and tensor-to-scalar ratio.
Quantifies short-distance gravity corrections consistent with laboratory bounds.
Abstract
We propose a framework based on the postulate of quantum vacuum self-consistency, where classical backgrounds -- spacetime, gauge fields, and the Higgs condensate -- are macroscopic order parameters of a single quantum state, sustained by the vacuum expectation values of the fluctuations they support. Using a background-field, heat-kernel approach, we derive the coupled low-energy effective equations for the metric, gauge, and Higgs fields as vacuum equations of state. This recovers the Einstein, Yang--Mills, and Higgs equations, augmented by the higher-derivative operators required for quantum consistency, with all couplings running coherently under a single RG flow. The framework is embedded in a UV-complete theory of higher-derivative gravity (quantized with the fakeon prescription for unitarity) coupled to the Standard Model (SM). We assume the combined system flows to an…
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Taxonomy
TopicsCosmology and Gravitation Theories · Noncommutative and Quantum Gravity Theories · Black Holes and Theoretical Physics
