Monotone Gram matrices and deepest surrogate inequalities in accelerated relaxation methods for convex feasibility problems (Q676010)
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scientific article; zbMATH DE number 991113
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Monotone Gram matrices and deepest surrogate inequalities in accelerated relaxation methods for convex feasibility problems |
scientific article; zbMATH DE number 991113 |
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Monotone Gram matrices and deepest surrogate inequalities in accelerated relaxation methods for convex feasibility problems (English)
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17 September 1997
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The author proposes a method for finding the best surrogates (nonnegative combinations) of violated inequalities while solving the systems of linear inequalities by the relaxation method. These surrogates may be used for accelerating various methods for convex feasibility and optimization problems.
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monotone Gram matrices
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deepest surrogate inequalities
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accelerated relaxation methods
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convex feasibility problems
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systems of linear inequalities
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