The Existence of Maximum and Minimum Solutions to General Variational Inequalities in the Hilbert Lattices

被引：0
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作者：
Jinlu Li
Jen-Chih Yao
机构：
[1] Shawnee State University,Department of Mathematics
[2] National Sun Yat-Sen University,Department of Applied Mathematics
来源：
Fixed Point Theory and Applications | / 2011卷
关键词：
Variational Inequality; Convex Subset; Nonempty Subset; Banach Lattice; Minimum Solution;
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摘要：
We apply the variational characterization of the metric projection to prove some results about the solvability of general variational inequalities and the existence of maximum and minimum solutions to some general variational inequalities in the Hilbert lattices.
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