An Appliaction of Generalized Fuzzy Soft Matrices in Decision Making Problem

Abstract

After development of fuzzy soft matrices, it has been applying in many fields of real life scenarios. The problems which are unable to solve by ordinary matrices can be solved by fuzzy soft matrices. In this paper our main aim is to define generalized fuzzy soft matrices and to study a few of its properties. Finally, we presented a decision making problem based on one of the operation of generalized fuzzy soft matrices.

On Generalized Interval Valued Fuzzy Soft Matrices

“…4. [13] Let X be the universal set, P be the set of parameters and A ⊆ P. Let (F & , P) be a GFSS over (X, P). A subset of X × P,…”

“…Majumdar and Samanta [12] introduced the concept of generalized fuzzy soft sets (GFSS). B. K. Saikia et al [13] defined generalized fuzzy soft matrix (GFSM) and applied it to a decision making (DM) problem. Shawkat Alkhazaleh and Abdul Razak Salleh [14] introduced generalized interval valued fuzzy soft set (GIVFSS).…”

A Generalized Fuzzy Soft Set Based Recruiting Method

“…B.K. Saikia et al [13] defined generalized fuzzy soft matrix and studied some properties of it. They gave a decision making method based on generalized fuzzy soft matrices.…”

Neutrosophic soft matrices and NSM-decision making

“…They also introduced introduced fuzzy soft matrices [15], Chetia and Das [11] defined intuitionistic fuzzy soft matrices with different products and properties on these products. Further Saikia et al [48] defined generalized fuzzy soft matrices with four different product of generalized intuitionstic fuzzy soft matrices and presented an application in medical diagnosis. Next, Broumi et al [9] studied fuzzy soft matrix based on reference function and defined some new operations such fuzzy soft complement matrix, trace of fuzzy soft matrix based on reference function a new fuzzy soft matrix decision method based on reference function is presented.…”