A novel approach to MADM problems using Fermatean fuzzy Hamacher prioritized aggregation operators

A generalized form of union and intersection on FFS can be formulated from a t-norm (TN) t-conorm (TCN). Hamacher operations such as product sum are good alternatives to produce sum. The generate more flexible accurate results in decision-making process due the working parameter involved these operations. intuitionistic fuzzy set, briefly IFS its extension involving Pythagorean set (PFS) Fermatean (FFS), all effective tools express uncertain incomplete cognitive information with membership, nonmembership hesitancy degrees. (FF-set) carries out imprecise smartly exercising decision making than PFS. By adjusting prioritization attributes FF environment, this course article, we first device new using prioritized by employing HTN HTCN, discuss basic Induced FF-set, propose arithmetic also geometric aggregation operators (AOs). In section, introduce concepts an AO weighted AO. second part, develop operator (GO) GO. We study essential properties few special cases our newly proposed operators. Then, make use developing which key factors solving multi-attribute situations prioritization. university selection phenomena considered direct application for analysis demonstrate practicality efficacy model. AOs is analyzed different existing AOs. Further, comparison conducted authenticity &