Generalized Rough Sets Generalized Rough Sets
Studies in Fuzziness and Soft Computing

Generalized Rough Sets

Hybrid Structure and Applications

    • USD 109.99
    • USD 109.99

Descripción editorial

The book introduces the concept of “generalized interval valued intuitionistic fuzzy soft sets”. It presents the basic properties of these sets and also, investigates an application of generalized interval valued intuitionistic fuzzy soft sets in decision making with respect to interval of degree of preference. The concept of “interval valued intuitionistic fuzzy soft rough sets” is discussed and interval valued intuitionistic fuzzy soft rough set based multi criteria group decision making scheme is presented, which refines the primary evaluation of the whole expert group and enables us to select the optimal object in a most reliable manner. The book also details concept of interval valued intuitionistic fuzzy sets of type 2. It presents the basic properties of these sets. The book also introduces the concept of “interval valued intuitionistic fuzzy soft topological space (IVIFS topological space)” together with intuitionistic fuzzy soft open sets (IVIFS open sets) and intuitionistic fuzzy soft closed sets (IVIFS closed sets).

GÉNERO
Técnicos y profesionales
PUBLICADO
2015
28 de mayo
IDIOMA
EN
Inglés
EXTENSIÓN
173
Páginas
EDITORIAL
Springer India
VENTAS
Springer Nature B.V.
TAMAÑO
5
MB

Más libros de Anjan Mukherjee

Otros libros de esta serie

A Practical Introduction to Fuzzy Logic Using LISP A Practical Introduction to Fuzzy Logic Using LISP
2015
A Practical Guide to Averaging Functions A Practical Guide to Averaging Functions
2015
Quantitative Modeling of Operational Risk in Finance and Banking Using Possibility Theory Quantitative Modeling of Operational Risk in Finance and Banking Using Possibility Theory
2015
Advances in Fuzzy Decision Making Advances in Fuzzy Decision Making
2015
Fuzzy Technology Fuzzy Technology
2015
Linear Programming Models and Methods of Matrix Games with Payoffs of Triangular Fuzzy Numbers Linear Programming Models and Methods of Matrix Games with Payoffs of Triangular Fuzzy Numbers
2015