Titlebook: Decision Making with Spherical Fuzzy Sets; Theory and Applicati Cengiz Kahraman,Fatma Kutlu Gündo?du Book 2021 Springer Nature Switzerland

違法事實(shí)

Spherical Fuzzy Bonferroni Mean Aggregation Operators and Their Applications to Multiple-Attribute Dgation operators (SFNWBM), we present an approach to multi-criteria group-decision making problems under the spherical fuzzy environment, and to illustrate the validity of the novel aggregation operator, a practical example is provided.

自然環(huán)境

BAIL

frozen-shoulder

妨礙議事

JAMB

gerontocracy

針葉

Interval Valued Spherical Fuzzy Aggregation Operators and Their Application in Decision Making Problhis into consideration interval numbers under interval spherical fuzzy environment have been used in this present work. To deal with vagueness, impreciseness, and uncertainty we have different environments namely fuzzy, intuitionistic fuzzy and Pythagorean fuzzy sets. All these environments are stri

確定方向

Spherical Fuzzy Numbers and Multi-criteria Decision-Makingms of spherical fuzzy numbers called spherical trapezoidal fuzzy numbers (STF-numbers) and spherical triangular fuzzy numbers (STrF-numbers) are defined with laws of their operations and their properties. Also, a distance measure and some arithmetic and geometric operators on both the STF-numbers an

phase-2-enzyme

The Generalized Dice Similarity Measures for Spherical Fuzzy Sets and Their Applicationsee functions expressing the positive-membership degree, the neutral-membership degree and the negative-membership degree which the sum squares of them is equal or less than 1. In this work, we shall present some novel Dice similarity measures of spherical fuzzy sets and the generalized Dice similari