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A Note on Generalized Vector Variational-like Inequalities

机译:关于广义矢量变分不等式的一个注记

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In this paper, we introduced a generalized pseudomonotone and generalized hemicontinu-ous set valued mapping and proved the existence results for a class of generalized vector variational-like inequalities in Hausdorff topological vector spaces and Banach spaces, using the technique of KKM mappings under compact and non compact assumptions in underlying convex sets. Also, we establish an existence result for a special case of the generalized vector variational-like inequalities (GVVLI) in more general context by replacing the convexity assumptions with merely topological properties.tonicity, V-θ-hemicontinuity, fixed point theorem,H-spaces, KKM-Fan-Theorern, escaping sequences, upper semicontinuous, affine mapping.
机译:在本文中,我们介绍了广义伪单调和广义半连续集值映射,并在紧实条件下利用KKM映射技术证明了Hausdorff拓扑矢量空间和Banach空间中一类广义矢量变分不等式的存在性结果。基础凸集中的非紧凑假设。同样,通过仅用拓扑性质代替凸假设,我们建立了广义向量变分不等式(GVVLI)特例的存在性结果。张性,V-θ-半连续性,不动点定理,H-空间,KKM-Fan-Theorern,转义序列,上半连续,仿射映射。

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