Einstein Geometric Aggregation Operators using a Novel Complex Interval-valued Pythagorean Fuzzy Setting with Application in Green Supplier Chain Management

The principle of a complex interval-valued Pythagorean fuzzy set (CIVPFS) is valuable procedure to manage inconsistent and awkward information genuine life troubles. CIVPFS mixture the two separated theories such as which covers truth grade (TG) falsity (FG) in form number whose real unreal parts are sub-interval unit interval. superiority that sum square upper part (also for an part) duplet restricted goal this article explore new its algebraic operational laws. By using CIVPFSs, certain Einstein laws by t-norm t-conorm also developed. Additionally, we weighted geometric (CIVPFEWG), ordered (CIVPFEOWG) operators utilized their special cases. Moreover, multicriteria decision-making (MCDM) technique explored based on elaborated (CIVPF) information. To determine consistency reliability operators, illustrated examples principles. Finally, supremacy dominance theories, comparative analysis graphical expressions developed principles discussed.