Abstract

A Neutrosophic crisp set is a new type of crisp set, and the concept of Neutrosophic crisp set appeared for the first time in 2013, where I. Hanfya and A. Salama studied the Neutrosophic crisp set in a special case in order to study Neutrosophic crisp events and their possibilities [3]. In the context of studying this type of sets, A. Salama and S. Broumi distinguished three types of Neutrosophic crisp set in its special case, in addition to defining the Neutrosophic crisp set in its general case [9]. The aim of this paper is to study Neutrosophic crisp set in its general case to find families of Neutrosophic crisp sets each of which preserves the properties of classical algebra of crisp sets by reformulating some of the basic concepts associated with classical Neutrosophic crisp sets.