Abstract
We study the connectedness of solution set for set-valued weak vector variational inequality in unbounded closed convex subsets of finite dimensional spaces, when the mapping involved is scalar C-pseudomonotone. Moreover, the path connectedness of solution set for set-valued weak vector variational inequality is established, when the mapping involved is strictly scalar C-pseudomonotone. The results presented in this paper generalize some known results by Cheng (2001), Lee et al. (1998), and Lee and Bu (2005).
Citation
Ren-you Zhong. Yun-liang Wang. Jiang-hua Fan. "Connectedness of Solution Sets for Weak Vector Variational Inequalities on Unbounded Closed Convex Sets." Abstr. Appl. Anal. 2013 1 - 5, 2013. https://doi.org/10.1155/2013/431717
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