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Notes on Random Fixed Point Theorems

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Abstract

The purpose of this paper is to establish a random fixed point theoremf or nonconvex valued random multivalued operators, which generalize known results in the literature. We also derive a random coincidence fixed point theorem in the noncompact setting.

참고문헌 (8)

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  3. A, "Fixed point heorem in probabilistic analysis" (1976)
  4. Browder, "The xed point heory of multi-valued mapings in topological vectorspace" (1968)
  5. Lin, "Random aproximations and random xed point heorems for continuous1-set contractive random aps"
  6. Park, "Some coincidence theorems on acyclic multifunctions and aplications toKM theory Edited by K"
  7. New Zealand J, "Random aproximations and random coincidence points of multivaluedrandom aps with stochastic domain"
  8. Tan, "A minimax inequality with aplication to existence ofequilibrium points Random xed point heorems and aproximations in cones A On onlinear variational inequalities A xed point heorems equivalence to the Fan-Knaster-Kuratowski-Mazurkiewicz theorem Some random xed point heorems for condensingand nonexpansive oper-ators Existence of maximal elements and equilibria inlinear topological spaces The study of Minimax Inequalities and Aplications to Economics and17 The study of Minimax Inequalities and Aplications to Economics and", eco(m), pp.483 236~503

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