STRICT FIXED POINT AND ULAM-HYERS STABILITY OF MULTIVALUED ASYMPTOTICALLY REGULAR MAPPINGS

Dolapo Muhammed Oyetunbi, Abdul Rahim Khan, Khairul Saleh

Abstract


In this paper, we establish the existence and uniqueness of strict fixed
point for an asymptotically regular multivalued mapping in a metric space.
We also study the Ulam-Hyers stability, well-posedness and data dependence
of the associated strict fixed point problem. We give an example to illustrate
our results. Our work extends and complements important results existing
in the literature.


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