Novel Complex Pythagorean Fuzzy Sets under Aczel–Alsina Operators and Their Application in Multi-Attribute Decision Making

Aggregation operators (AOs) are utilized to overcome the influence of uncertain and vague information in different fuzzy environments. A multi-attribute decision-making (MADM) technique plays a vital role several fields environments such as networking analysis, risk assessment, cognitive science, recommender systems, signal processing, many more domains ambiguous circumstances. In this article, we elaborated notion Aczel–Alsina t-norm (TNM) t-conorm (TCNM) under system complex Pythagorean (CPyF) sets (CPyFSs). Some basic operational laws TNM TCNM established including sum, product, scalar multiplication, power operations based on CPyFSs. We AOs CPyFSs CPyF weighted average (CPyFAAWA), geometric (CPyFAAWG) operators. The proposed CPyFAAWA CPyFAAWG symmetric nature satisfy properties idempotency, monotonicity, boundedness commutativity. To solve an MADM technique, illustrative example select suitable candidate for vacant post multinational company. see advantages our AOs, compared results existing with newly AOs.