Fixed points of multivalued Suzuki-Zamfirescu-$(f,g)$ contraction mappings
Mujahid Abbas, Basit Ali and S.N. Mishra
Abstract
Coincidence point theorems for hybrid pairs of single valued and multivalued
mappings on an arbitrary nonempty set have been proved. As an application of
our main result, the existence of common solutions of functional equations
arising in dynamic programming are discussed.
Keywords: Coincidence point; orbitally complete space; common fixed point.