Scotogenic model with non-invertible symmetry

Abstract In the present work, the scotogenic model is constructed applying non-invertible $$Z_M$$ Z M symmetries. The stability of dark matter and the scotogenic structure of the neutrino mass matrix is achieved via a novel application of non-invertible symmetry. The Scotogenic model with non-invertible symmetry is given with minimalistic content giving a one-zero structure of the neutrino mass matrix, and numerical analysis of the lepton mixing angles and physics are presented. Other relevant constraints are also studied.