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N. Hussain, A. R. Khan

Random fixed points of multivalued ^∗-nonexpansive maps

A multivalued ^∗-nonexpansive map is discontinuous. We prove random fixed point theorems for this noncontinuous class of random operators defined on bounded as well as unbounded domains in a Banach space under various boundary conditions. A result regarding random approximation is also derived.

Random Operators and Stochastic Equations, Walter de Gruyter

Print ISSN: 0926-6364
Volume: 11, 09/2003
Pages: 243 - 254

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