• ON RANDOM COINCIDENCE AND FIXED POINT THEOREM IN SEPARABLE METRIC SPACE

A. S. Saluja, Pankaj Kumar Jhade*, Devkrishna Magarde

Abstract


In this paper, we establish a random coincidence and random Fixed point theorem for hybrid contractions consisting of two single-valued and two multivalued mappings in separable metric spaces. Some special results are stated. The results improve and extend some known results.


Keywords


Common random fixed points, Commuting mappings, Orbitally complete, Random coincidence, Separable Metric Space.

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