Multiple attribute group decision making based on quasirung orthopair fuzzy sets: Application to electric vehicle charging station site selection problem

Decision algorithm for picture fuzzy sets and Aczel Alsina aggregation operators based on unknown degree of wights

“…We also try to resolve some complicated challenges such as pattern recognition, structure development, green-supplied systems, similarity measures, medical diagnosis, and improvement in the construction sector. In the coming future, we will extend our developed research work in different fuzzy domains such as bipolar soft set [ 67 ], bipolar complex fuzzy set [ 68 ], complex spherical fuzzy set [ 69 ], 3,4-quasirung FSs [ 70 ], quasirung orthopair fuzzy sets [ 71 ], Z-fuzzy sets [ 72 ], Decomposed Fuzzy sets [ 73 ] and m-polar fuzzy sets [ 74 ], moreover, the proposed model can be integrated with different decision making models [ [75] , [76] , [77] ].…”

Decision algorithm for educational institute selection with spherical fuzzy heronian mean operators and Aczel-Alsina triangular norm

“…This effort is sure to motivate researchers and scholars to take their work in a new direction. Future work could expand the suggested methods to include linguistic data [ 65 ], bipolar complex fuzzy system [ 66 ], theory of linear diophantine fuzzy sets [ 67 ], quasirung orthopair fuzzy theory [ 68 ], 3, 4-quasirung fuzzy theory [ 69 ] and complex T-spherical fuzzy sets [ 70 ]. Moreover, the model can be integrated with the recent decision-making models [ [74] , [75] , [76] , [77] , [78] ].…”

Development of p,q− quasirung orthopair fuzzy hamacher aggregation operators and its application in decision-making problems

“…[ 19 ] Let be a non-empty finite set. A QOF set over an element can be defined as follows: where represent MD and represent NMD of an element such that for , .…”

“…[ 19 ] In Definition 4 , the value of can be either greater than, equal to, or less than . This implies that the value of and can be adapted based on the specific circumstances.…”

“…To address and expand upon these constraints and broaden the applicability, an innovative approach has been introduced. Seikh and Mandal [ 19 ] have recently put forth the concept of quasirung orthopair fuzzy sets ( QOFSs), an extension of q –ROF framework. QOFSs redefine existing paradigms, incorporating two adjustable parameters, namely and .…”