Random coincidence points of subcompatible multivalued maps with applications

A. R. KhanF. AkbarN. Sultana

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The notion of subcompatible multivalued mapping is introduced. We present some random coincidence point and invariant approximation results for subcompatible random operators. Our work extends most of the important known results in the current literature to a new class of noncommuting multivalued mappings. We also develop random coincidence results for maps satisfying a more general contractive condition introduced by Ciric, Ume and Jesic [5].

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Akbar, F., Khan, Abdul Rahim, Sultana, N.