Abstract Existence and Uniqueness Results for Solution of Variational Inequalities
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In the different sections, we shall use repeatedly the following well known theorem: Theorem 1.1: (Schauder) Let K be a compact convex subset of a Banach space X. If F: K → K is continuous, then F has a fixed point in K.
KeywordsBanach Space Variational Inequality Convex Subset Monotone Operator Uniqueness Result
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