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This work proposes a method to measure the photon polarisation in decays and prepares the necessary elements for this measurement using the data sets collected by the LHCb experiment at CERN in , , and .
In the Standard Model of particle physics, the photon emitted in transitions is predicted to be mostly left-handed. Additional couplings that enhance the right-handed photon component could be introduced by some new physics models. A direct and precise experimental test of the photon handedness is still missing. Thanks to the interference between various hadronic resonances in the system, decays give access to a photon polarisation parameter , which is predicted to be in the Standard Model up to small corrections of the order of . The value of this parameter has never been measured in these decays and could help constrain new physics effects.
This thesis presents a method to measure the photon polarisation parameter using a complex amplitude analysis in the five-dimensional phase-space of decays. The performed studies demonstrate that, in the ideal case of a background-free sample without distortions due to experimental effects, and ignoring the differences between non-factorisable hadronic parameters between the resonances in the system, this amplitude analysis allows the measurement of the photon polarisation with a statistical uncertainty of around with a sample of 14,000 decays, corresponding to the signal statistics for LHCb in and .
The second part of this work consists in the selection and mass fit of decay candidates using a total of of data collected by LHCb at centre-of-mass energies of , and TeV, in order to prepare for an amplitude analysis of these decays. After the selection and mass fit, a total of signal candidates are found, and a background-subtraction method is applied in order to obtain signal-like data sets that will be used in the amplitude fit.
A roadmap for the amplitude analysis of decays using LHCb data is also presented, and the main sources of systematic uncertainties that are expected to affect the measurement of are described, as well as suggested methods to evaluate them. Finally, the sensitivity of the measurement in the presence of background is evaluated and the resulting uncertainty on is of the order of , indicating good prospects for the future amplitude analysis.
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