Zariski topology on the spectrum of intuitionistic fuzzy classical primary submodules

In this paper, we define and study the notion of intuitionistic fuzzy classical primary submodules over a unitary $R$-module $M$, where $R$ is a commutative ring with unity. This is a generalisation of intuitionistic fuzzy primary ideals and intuitionistic fuzzy classical prime submodules. We further topologize the collection of all intuitionistic fuzzy submodules on an $R$-module $M$ with a topology having the intuitionistic fuzzy primary Zariski topology on the intuitionistic fuzzy classical primary spectrum $IF_{cp}spec(M)$ as a subspace topology and investigate the properties of this topological space.