Neutrosophic modüller

The objective of this thesis is to study neutrosophic module . Some basic features and definitions of the classical module are expanded. It is clear that every neutrosophic module over a neutrosophic ring is a module. Also, it is shown that an element of a neutrosophic module over a neutrosophic ring can be infinitely conveyed as a linear combination of some elements of the neutrosophic module. Neutrosophic quotient module and neutrosophic module homomorphism are also covered. Key words: Neutrosophic Ring, Neutrosophic Vector space, Left Neutrosophic module, Right Neutrosophic module, Neutrosophic module Homomorphism.