Neutrosophic primary submodule, localization and residual quotients

Let R be a commutative ring with identity, M be a unital R-module and let L be a complete Heyting algebra. In this paper, among results on colon structures of L-neutrosophic submodules and L-neutrosophic ideals, we introduce and study the notion of primary (and prime) L-neutrosophic submodules and give connections with primary (prime) behavior of its t, i and f components. Then, for a multiplicatively closed subset S of R, we define the notion of localization formation for an L-neutrosophic submodule \lambda of M and study its behavior. Some types of L-neutrosophic quotients will also be investigated.

Neutrosophic primary submodule, localization and residual quotients Keywords:

Neutrosophic modules , Neutrosophic Primary submodules , residual quotients , localization , single valued neutrosophic subset