A parallel Schwarz algorithm for variational inequalities (Q1814722)
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scientific article; zbMATH DE number 940615
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A parallel Schwarz algorithm for variational inequalities |
scientific article; zbMATH DE number 940615 |
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A parallel Schwarz algorithm for variational inequalities (English)
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4 June 1998
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The usual linear variational inequality \[ a(u, v-u)\geq f(v- u)\quad\text{for any }v\in K, \] where \(K= \{v\in V; r\geq\varphi\) in \(\Omega\}\), or \(K=\{v\in V; \varphi\leq v\leq \psi\) in \(\Omega\}\), with \(\varphi\leq 0\leq\psi\) in \(\Omega\), is considered. A parallel Schwarz algorithm is proposed for which convergence is demonstrated.
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parallel computation
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linear variational inequality
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parallel Schwarz algorithm
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convergence
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