Numerical validation for systems of absolute value equations (Q1675421)
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scientific article; zbMATH DE number 6798978
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Numerical validation for systems of absolute value equations |
scientific article; zbMATH DE number 6798978 |
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Numerical validation for systems of absolute value equations (English)
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27 October 2017
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The authors consider and study a system of absolute value equations governed by linear operators in finite-dimensional spaces. Based on the Poincaré-Miranda theorem, the authors claim that they establish a numerical validation test for the solutions of the system. They also claim that the Moore-Kioustelidis theorem is generalized beyond the differentiable setting. Numerical experiments are reported.
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systems of absolute value equations
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Poincaré-Miranda theorem
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error bounds
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Moore-Kioustelidis theorem
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numerical experiments
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0.8929732
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0.8833466
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0.8750931
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0.87439775
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0.8674485
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0.8670013
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