The observed pattern of fermion masses and mixing is an outstanding puzzle in particle
physics, generally known as the flavor problem. Over the years, guided by precision neutrino …

A bstract We analyse the possibility of describing quark masses, mixing and CP violation
in\({S} _4^{\prime}\) modular flavour models without flavons. We focus on the case where the …

Modular symmetries offer a dynamic approach to understanding the flavor structure of
leptonic mixing. Using the modular A 4 flavor symmetry integrated in a type-II seesaw, we …

This paper's novelty lies in introducing a hybrid scoto-seesaw model rooted in A 4 discrete
modular symmetry leading to several interesting phenomenological implications. The scoto …

A bstract We propose an interesting assignment of positive modular weights for fields in a
modular non-Abelian discrete flavor symmetry. By this assignment, we can construct inverse …

In this work, we have analyzed a neutrino model within the distinct framework of modular
forms with degree, $ g> 1$. This offers a more generalized scenario of modular forms which …

We have studied neutrino phenomenology in the supersymmetric type-I seesaw model
endowed with the Γ 2≃ S 3 modular symmetry. We have identified different realizations of …

We study flavor phenomenologies in a basis of a double covering of modular $ A_4 $ group
with a hidden $ SU (2) $ symmetry, in which we work on regions at nearby two fixed points …

This work's novelty lies in using the simplest group ie Γ (2)≃ S 3 modular symmetry
implemented on the canonical seesaw to explain neutrino phenomenology. Here, we …