Fabric Selection Problem based on Sine Hyperbolic Fractional Orthotriple Linear Diophantine Fuzzy Dombi Aggregation Operators

The paper aims are to impersonate some robust sine-hyperbolic operations laws determine the group decision-making process under fractional orthotriple linear Diophantine fuzzy set (FOLDFS) situation. FOLDFS has a notable feature trade with dubious information broader membership representation space than Spherical set. Based on it, present is classified into three phases. first phase introduce new operational for using Dombi laws. main idea behind proposed incorporate qualities of sine hyperbolic function, namely periodicity and symmetric about origin towards decisions objects. Secondly, based these laws, numerous operators (sine weighted averaging, ordered hybrid geometric, geometric) aggregate acquired along their requisite properties relations. Finally, an algorithm interpret multi-attribute decision making problem outlined stated manifest it illustrative example. A detailed comparative interpretation achieved existing methods reveal influences.