Perov multivalued contraction pair in rectangular cone metric spaces

Perov studied the Banach contraction principle in framework of a generalized metric space and presented condition where contractive constant is replaced by matrix with nonnegative entries spectral radius less than 1. Azam et al. notion rectangular cone following idea Branciari, Huang Zhang replacing triangular inequality inequality. Motivated work Abbas Vetro Radenovi´c, purpose this paper to introduce new class type multivalued mappings present common fixed point result for such on complete space. Furthermore, an example also demonstrate validity our results. Our results extend, unify generalize various comparable existing literature.