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Generalized Multivalued Quasivariational Inclusions for Fuzzy Mappings

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Abstract

In this paper, we introduce and study a clas of generalized multivaluedquasivariational inclusions for fuzy mapings, and estab lish its equivalence with aclas of uzy xed-point problems by using the resolvent op erator technique. Wesugest a new iterative algorithm for the generalized multivalued quasivariationalinclusions. Further, we stablish a few existence results of solutions for the gen-eralized multivalued quasivariational inclusions involv ing Fr-relaxed Lipschitz andFr-strongly monotone mapings, and iscus the convergence c riteria for the algo-rithm.

참고문헌 (8)

  1. "Generalized quasi-variational inequalities for fuzzy mappings", 115, pp.403~411 (2000)
  2. "On variational inequalities for fuzzy mappings", pp.359~367 (1989)
  3. "On the monotonicity of the gradient of a convex function", pp.243~247 (1964)
  4. "Variational inequalities for fuzzy mappings", pp.309~312 (1993)
  5. "Variational inequalities for fuzzy mappings (II)", 97, pp.101~107 (1998)
  6. "Variational inequalities for fuzzy mappings (III)", 110, pp.101~108 (2000)
  7. "Generalized variational inequalities and associated nonlinear equations", 48, pp.413~418 (1998)
  8. "Applications of variational inequalities to nonlinear analysis", pp.89~4 92 (1991)

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