Complex cubic Q intuitionistic anti fuzzy set applied to bisemirings approach

Abstract

The concept of complex cubic Q intuitionistic anti fuzzy subbisemiring (ComCQIAFSBS) is introduced and explored. We look at the key properties and homomorphic aspects of ComCQIAFSBS. We propose ComCQIAFSBS level sets for bisemirings. A cubic complex Q subset of bisemiring Z is represented f by the symbol Γ if and only if each non-empty level set R(ð,℘) , where R = (ati ·eiκ kti, afi·eiκ ki, ati· eiκkt, afi· eiκkfi ) is a ComCQIAFSBS of Z . Let ג be a ComCQIAFSBS of bisemiring Z . If and only if ג is a ComCQIAFSBS of Z × Z , i is a ComCQIAFSBS of bisemiring Z .