Temporal intuitustic fuzzy metric spaces

In this thesis, temporal intuitionistic fuzzy metric spaces are defined and some basic topological properties are examined. The degree of membership and non-membership of temporal intuitionistic fuzzy sets which is defined by Atanassov varies depending on time. With this similar approach, based on the idea that the degree of closeness and non-proximity, which are defined in the concept of intuitive fuzzy metric spaces, change with time, the concept of temporary intuitive fuzzy metric spaces has emerged and the definitions of temporary intuitive fuzzy topology have been examined with this concept.