Some basic properties of group inverse using Idempotent matrices in neutrosophic fuzzy matrices

In this paper, we define some results regarding group inverse in neutrosophic fuzzy matrices. The Generalized inverse of an Idempotent matrix holds marvelous algebraic characterizations in neutrosophic fuzzy matrices. Also, we give some properties to preserve Idempotency in Neufms. Finally, we give some results based on the Moore – Penrose inverse of neutrosophic fuzzy matrices.