Speaker
Description
$\mathcal{Z}_{\rm N} \times \mathcal{Z}_{\rm M}$ flavour symmetry presents a novel discrete symmetry based framework that effectively address the flavour problem of the Standard Model. Employing current as well as future projected sensitivities of the quark and leptonic flavour observables, the flavour phenomenology of the two different realizations of this framework, including the minimal $\mathcal{Z}_{\rm 2} \times \mathcal{Z}_{\rm 5}$ and a non-minimal realization $\mathcal{Z}_{\rm 2} \times \mathcal{Z}_{\rm 9}$, has been thoroughly investigated. It turns out that future projected sensitivities of the high-luminosity phase-\rom{1} and \rom{2} of the LHC as well as projected sensitivities for upcoming series of leptonic flavour experiments such as MEG-\rom{2}, Mu3e, and PRISM/PRIME will play a decisive role in constraining the parameters of the $\mathcal{Z}_{\rm N} \times \mathcal{Z}_{\rm M}$ flavour symmetry.
