In this paper, we derive several existence results for the variational and the generalized variational inequality problems where the mappings under consideration need not have any continuity properties. Uniqueness of the solution of the generalized variational inequality problem is also investigated. As a by-product, we obtain several existence and uniqueness results for the generalized complementarity problem. Applications to minimization problems with generalized convex functions are considered. (C) 1994 Academic Press, Inc.
机构:
UNIV MASSACHUSETTS,SCH MANAGEMENT,DEPT GEN BUSINESS & FINANCE,AMHERST,MA 01003UNIV MASSACHUSETTS,SCH MANAGEMENT,DEPT GEN BUSINESS & FINANCE,AMHERST,MA 01003
NAGURNEY, A
ZHAO, L
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机构:
UNIV MASSACHUSETTS,SCH MANAGEMENT,DEPT GEN BUSINESS & FINANCE,AMHERST,MA 01003UNIV MASSACHUSETTS,SCH MANAGEMENT,DEPT GEN BUSINESS & FINANCE,AMHERST,MA 01003