Dark matter in minimal dimensional transmutation with multicritical-point principle
Yuta Hamada, Hikaru Kawai, Kin-ya Oda, Kei Yagyu

TL;DR
This paper presents a two-scalar field model that naturally generates multiple scales via a generalized criticality principle, incorporating dark matter and compatible with current experimental constraints.
Contribution
It introduces a minimal scalar model based on multipoint criticality, extending classical scale invariance, and demonstrates its viability with dark matter and collider phenomenology.
Findings
Dark matter mass around a few TeV with detectable scattering cross section.
Extra Higgs boson mass below or around 100 GeV with potential collider signals.
Model consistent with dark matter relic abundance, direct detection, and LHC data.
Abstract
We investigate a model with two real scalar fields that minimally generates exponentially different scales in an analog of the Coleman-Weinberg mechanism. The classical scale invariance -- the absence of dimensionful parameters in the tree-level action, required in such a scale generation -- can naturally be understood as a special case of the multipoint criticality principle. This two-scalar model can couple to the Standard Model Higgs field to realize a maximum multiplicity of criticality for field values around the electroweak scale, providing a generalization of the classical scale invariance to a wider class of criticality. As a bonus, one of the two scalars can be identified as Higgs-portal dark matter. We find that this model can be consistent with the constraints from dark matter relic abundance, its direct detection experiments, and the latest LHC data, while keeping the…
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Taxonomy
TopicsParticle physics theoretical and experimental studies · Dark Matter and Cosmic Phenomena · Cosmology and Gravitation Theories
