A study on subsequent expansions of the operators 𝑺(𝑨), algebraic sum, and geometric product over IVTNFSS

Abstract

In this work, subsequent expansions of the operators 𝑆(𝐴), algebraic sum and geometric product over IVTNFs. The first of 𝑆(𝛼, 𝛽) is called the shrinking operator and the second, which is an extension of the first, is called (𝛼, 𝛽) - shrink operator. The membership values & the values of non-membership be not completion our for all time possible, although in the branch of IVTNFS, it plays an additional significant character at this time, since the interval valued temporal neutrosophic fuzzy sets provides the best solution for finding the shortest distance in deciding one's career, judgment making and image processing and many more areas. Especially in medical diagnosis, when using this concept, there is a real chance that there will be a non-zero fraction of hesitation at any point in the assessment.