Abstract
AbstractSeveral fixed point theorems for hybrid pairs of single-valued and multivalued occasionally weakly compatible maps satisfying generalized contractive conditions are established in a symmetric space.
Highlights
Introduction and PreliminariesIn 1968, Kannan 1 proved a fixed point theorem for a map satisfying a contractive condition that did not require continuity at each point
This paper was a genesis for a multitude of fixed point papers over the two decades
Jungck 3 generalized the notion of weak commutativity by introducing compatible maps and weakly compatible maps 4
Summary
Several fixed point theorems for hybrid pairs of single-valued and multivalued occasionally weakly compatible maps satisfying generalized contractive conditions are established in a symmetric space.
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