대한수학회지 (Journal of the Korean Mathematical Society)
- 제33권3호
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- Pages.609-624
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- 1996
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- 0304-9914(pISSN)
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- 2234-3008(eISSN)
GENERALIZED VECTOR-VALUED VARIATIONAL INEQUALITIES AND FUZZY EXTENSIONS
- Lee, Byung-Soo (Department of Mathematics Kyungsung University ) ;
- Lee, Gue-Myung (Depatment of Applied Mathematics Pukyong National University ) ;
- Kim, Do-Sang (Depatment of Applied Mathematics Pukyong National University )
- 발행 : 1996.08.01
초록
Recently, Giannessi [9] firstly introduced the vector-valued variational inequalities in a real Euclidean space. Later Chen et al. [5] intensively discussed vector-valued variational inequalities and vector-valued quasi variationl inequalities in Banach spaces. They [4-8] proved some existence theorems for the solutions of vector-valued variational inequalities and vector-valued quasi-variational inequalities. Lee et al. [14] established the existence theorem for the solutions of vector-valued variational inequalities for multifunctions in reflexive Banach spaces.