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Phenomenology of $\tau^- \rightarrow \pi^- \nu_{\tau} \gamma$ using LCSR
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abstract
We present the study of radiative tau decay ($\tau^- \rightarrow \pi^- \nu_\tau \gamma$), computing the structure dependent contribution using Light Cone Sum Rules. This decay includes the same form factors as the radiative pion decay with the crucial difference that the momentum transfer squared, $t$, between the pion-photon system is positive, which makes these form factors timelike and also as $t$ can now take values upto $m_\tau^2$ , it can produce real hadronic resonances. The analytical form for these form factors has been calculated using light cone sum rules method and the invariant mass-spectrum in the $\pi-\gamma$ system and the decay width are presented. The structure dependent parameter, $\gamma$, the ratio of the axial to vector form factor is found to be in good agreement with the experimental determination.
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Cited by 2 Pith papers
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Comment on "Radiative corrections to tau -> pi(K) nu_tau[gamma]: A reliable new physics test"
The GR10–DF axial dictionary entry has the wrong sign, so GR10 carries the wrong vector sign versus the anomaly; δr_SD moves from +0.150% to +0.146% (π) and ~+0.16% (K).
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Comment on "Radiative corrections to tau -> pi(K) nu_tau[gamma]: A reliable new physics test"
The GR10–DF dictionary has the wrong axial sign, so GR10 matches the chiral axial prediction but opposes the anomaly in the vector sector; the numerical shift in δr_SD is tiny (−0.004% for pions).
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