Group Generalized q-Rung Orthopair Fuzzy Soft Sets: New Aggregation Operators and Their Applications

Algorithm 1 MCDM procedure.

(1)	Consider a set of alternatives say their attributes as a set . .
(2)	Constitute number of committees of experts comprising sets of attributes respectively, where .
(3)	Obtain number q-ROFSSs on the respectively.
(4)	Obtain curial opinions of number moderators on each q-ROFSSs. This formulate a GGq-ROFSSs .
(5)	Take union which is equal to , where
(6)	Normalize , which gives normalized GGq-ROFSS .
(7)	Obtain the weighted vector over set of attributes. Obtain the weighted vector comprising q-ROFSS and opinions of moderators.
(8)	Compute GGq-ROFA (or GGq-ROFG) operators on normalized GGq-ROFSS .
(9)	Get score function or on each GGq-ROFA (or GGq-ROFG) operator or using Definition 4.
(10)	Classify alternatives and foremost alternative is on the maximum score.