Primitive ideals in (m,n)-near rings

An (m, n)-near ring is an algebraic structure similar to an (m, n)-ring but satisfying fewer axioms.More precisely, the notion of (m, n)-near rings generalizes the concepts of rings, near rings, and (m, n)-rings.In this article, we define the notions of i-(m, n)-near ring, N -group, N -ideal, -primitive, constant (m, n)-near ring, modular j-ideal, and -modular, and investigate their properties.