The Higgs transverse momentum distribution in gluon fusion as a multiscale problem
Emanuele Bagnaschi, Alessandro Vicini

TL;DR
This paper investigates the Higgs transverse momentum distribution in gluon fusion, emphasizing the multiscale nature of the problem and proposing a method to determine the resummation scale for improved theoretical predictions.
Contribution
It introduces a scale-setting procedure based on collinear behavior analysis, addressing ambiguities in matching fixed order and resummed calculations for Higgs production.
Findings
Derived an upper limit for the collinear approximation validity range.
Proposed a scale variation method to estimate matching uncertainty.
Extended analysis to various models including MSSM and 2HDM.
Abstract
We consider Higgs production in gluon fusion and in particular the prediction of the Higgs transverse momentum distribution. We discuss the ambiguities affecting the matching procedure between fixed order matrix elements and the resummation to all orders of the terms enhanced by factors. Following a recent proposal (Grazzini et al., hep-ph/1306.4581), we argue that the gluon fusion process, computed considering two active quark flavors, is a multiscale problem from the point of view of the resummation of the collinear singular terms. We perform an analysis at parton level of the collinear behavior of the real emission amplitudes; relying on the collinear singularities structure of the latter, we derive an upper limit to the range of transverse momenta where the collinear approximation is valid. This scale is then used as the value of the…
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