Weak co-coercivity and its applications in several algorithms for solving variational inequalities (Q945238)
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scientific article; zbMATH DE number 5342812
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Weak co-coercivity and its applications in several algorithms for solving variational inequalities |
scientific article; zbMATH DE number 5342812 |
Statements
Weak co-coercivity and its applications in several algorithms for solving variational inequalities (English)
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12 September 2008
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A proximal point (auxiliary problem) method for variational inequalities is shown to converge under the weak co-coercivity assumption on the operator involved in the problem. The same assumption is used in analyzing convergence of a forward-backward splitting method for approximating zeros of an operator.
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Variational inequality
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weak co-coercivity
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auxiliary problem method
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forward-backward splitting method
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sub-strong monotonicity
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maximal monotone
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Armijo-like search
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proximal point method
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convergence
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0.8062428832054138
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0.7888422012329102
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0.7820707559585571
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0.7777127027511597
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