Exclusive Radiative Decays of W and Z Bosons in QCD Factorization
Yuval Grossman (Cornell U.), Matthias K\"onig, Matthias Neubert, (JGU Mainz)

TL;DR
This paper provides a comprehensive theoretical analysis of rare radiative decays of W and Z bosons into mesons and photons using QCD factorization, including higher-order corrections and predictions for experimental tests.
Contribution
It introduces a detailed QCD-based framework for calculating rare electroweak boson decays, incorporating radiative corrections and resummation techniques, with predictions for future experiments.
Findings
Decay amplitudes factorize into hard-scattering and meson distribution amplitudes.
Power corrections are predicted to be very small, at order (Lambda_QCD/m_V)^2.
Some decay modes have branching ratios detectable at the LHC or future colliders.
Abstract
We present a detailed theoretical analysis of very rare, exclusive hadronic decays of the electroweak gauge bosons V=W, Z from first principles of QCD. Our main focus is on the radiative decays V->M+gamma, in which M is a pseudoscalar or vector meson. At leading order in an expansion in powers of Lambda_{QCD}/m_V the decay amplitudes can be factorized into convolutions of calculable hard-scattering coefficients with the leading-twist light-cone distribution amplitude of the meson M. Power corrections to the decay rates arise first at order (Lambda_{QCD}/m_V)^2. They can be estimated in terms of higher-twist distribution amplitudes and are predicted to be tiny. We include one-loop O(alpha_s) radiative corrections to the hard-scattering coefficients and perform the resummation of large logarithms [alpha_s log(m_V^2/mu_0^2)]^n (with mu_0=1 GeV a typical hadronic scale) to all orders in…
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