A Catalog of First-Order Electroweak Phase Transitions in the Standard Model Effective Field Theory
Eliel Camargo-Molina, Rikard Enberg, Johan L\"ofgren

TL;DR
This paper systematically catalogs possible first-order electroweak phase transitions within the Standard Model Effective Field Theory using advanced effective field theory methods, identifying key potential configurations and their phenomenological implications.
Contribution
It introduces a comprehensive, gauge-invariant framework for analyzing electroweak phase transitions in SMEFT, including a global scan of Wilson coefficients and potential for baryogenesis and gravitational wave detection.
Findings
Identified three scalar potential configurations enabling first-order phase transitions.
Performed a global likelihood scan over SMEFT Wilson coefficients.
Estimated gravitational wave signals from these phase transitions.
Abstract
We use modern dimensionally-reduced effective field theory methods, with careful attention to scale hierarchies, to analyze and catalog the types of first-order electroweak phase transitions that are possible in the Standard Model Effective Field Theory (SMEFT). Our calculations lay the necessary groundwork to perform gauge invariant, properly resummed perturbative expansions, and therefore address many of the theoretical problems with phase transition calculations. We find three types of configurations of the scalar potential that allow for a first-order phase transition, namely tree-level barriers, radiative barriers, or radiative symmetry breaking through the Coleman-Weinberg mechanism. We also find versions of these with significant supercooling. We perform a global likelihood scan over the Wilson coefficients of SMEFT operators involving only the Higgs field, to identify parameter…
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