On a fixed point theorems for multivalued maps in b-metric space

Abstract EN

In this paper, we prove the existence of the fixed points for ciric's contractive condition combing with Berinde condition the class of so called ciric strong almost contraction in b-metric spaces.

The ciric strong almost contraction appear to be one of the most general metrical condition for which the set of fixed points is not a singleton.

Our results extend and unify a multitude of fixed point theorems for multivalued maps.