In this study, we explore the application of the Γ(3) modular group, which is isomorphic to the A₄ symmetric group, in developing a model for neutrino mass. We construct a left-right asymmetric model using modular symmetry, which offers the advantage of eliminating the need for additional particles known as "flavons." The Yukawa coupling term is expressed in terms of modular forms denoted as Y₁, Y₂, and Y₃. To effectively implement the extended see-saw process in this model, we introduce one fermion singlet for each generation. We compute the effective mass and the associated half-life of 0νββ by accounting for both standard and non-standard contributions. Additionally, our study investigates the non-unitary effects and CP-violation arising from non-unitarity in this context. The model predicts values for the sum of neutrino masses and neutrino oscillation parameters are constraints with experiments. Furthermore, it yields satisfactory results in calculating the effective mass and half-life of 0νββ decay. These findings underscore the viability and utility of employing modular symmetry in neutrino mass model construction.
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Kumar et al. (2024) studied this question.
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