Compositions of generalized fuzzy matrices over inclines

Incline is a special kind of semirings and includes distributive lattice, fuzzy algebra and Boolean algebra. Thus the typical instance of the incline matrix (namely, the matrix over incline) embrace the lattice matrix, the Boolean matrix and the fuzzy matrix. In this article, compositions of incline matrices are studied. The main conclusions here extend the relevant results from the literatures that have studied the lattice matrices and the fuzzy matrices.