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

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Delivery Drone Design Using Spherical Fuzzy Quality Function Deployments) for a delivery drone design are first determined and they are tried to be satisfied by design requirements (DRs) in this chapter. Uncertainty in this process is handled by fuzzy set theory. One of the extensions of ordinary fuzzy sets is spherical fuzzy sets (SFSs) theory proposed by Kutlu Gündoğ

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Big Data und die Frage nach der Anerkennunghis 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

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Logic and Relational Databases,ms 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

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Logic and Relational Databases,ee 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

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A. Zaid,B. El-Korchi,H. J. Vissersystem problems because of its usefulness in the aggregation techniques. One of the most important and distinguishing characteristic of the BM is its capability to capture the interrelationship between arguments. Motivated by the applications of Spherical Fuzzy Sets (SFS) in recent studies and in or

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Date Palm Micropropagation via Organogenesison of soft sets. Notably, we tend to showed DeMorgan’s laws that are valid is SFSS theory. Also, we advocate an algorithm to solve the decision-making problem primarily based on adjustable soft discernibility matrix. It offers an order relation among all the items of our universe. Finally, an illust