Springer Intuitionistic Fuzzy Sets: Theory and Applications 35

Explore the foundational developments in fuzzy set theory with this specialized volume from the Studies in Fuzziness and Soft Computing series. This book tracks the evolution of mathematical concepts starting from the author's initial encounter with A. Kaufmann's work in 1983. It details the introduction of a new component designed to determine the degree of non-membership within set definitions. Readers will find a deep dive into the properties of these new mathematical objects. The text covers the definition of ordinary operations including "n", "U", "+", and "." while exploring advanced operators. The author provides a serious examination of operators analogous to the modal operators of necessity and possibility. This work serves as a primary resource for those studying the mathematical properties and theoretical applications of intuitionistic fuzzy sets.