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Stability of the Scalar Mass against Loop Corrections
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We show that the renormalized loop corrections to the scalar mass are suppressed if the field in the loop is heavy. Here, treating the renormalized mass is important, as it is the only observable. This means that the physics of a low-energy scalar field is insensitive to that of ultraviolet.
Forward citations
Cited by 3 Pith papers
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Gauge-Invariant Off-Shell Mass
A segment-local Ward–Takahashi cancellation makes the fermion self-energy equal to its Feynman-gauge value off shell, yielding a gauge-invariant, on-shell-renormalized mass function m(q).
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Natural Higgs Mass from Power-Law Running
Power-law running of the renormalized scalar mass function maps an order-one GUT boundary condition to the electroweak Higgs mass via the SM's small top-dominated anomalous dimension, without protective symmetries.
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One-Loop Correction to the Higgs Mass
The author computes the one-loop Higgs self-energy and reinterprets the on-shell renormalized propagator as a momentum-dependent Higgs mass, claiming a 0.31% deviation testable at the LHC.
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