The Study of Neutrosophic Algebraic Structures and itsApplication in Medical Science

Abstract

Neutrosophic exact sequence and its construction is presented as algebraic structure in this article.
 A mathematical construction known as a neutrosophic exact sequence expands the implications of an exact
 sequence from classical algebra to the domain of neutrosophic sets. This work introduces a full description of
 neutrosophic exact sequence of R-modules as a structural preserving tools and discusses the fundamental fea
tures. Additionally we examine the role of beta level sets in neutrosophic sets and investigate the neutrosophic
 split exact sequence.