Convergence and stability of the three-step iterative schemes for a class of general quasivariational-like inequalities (Q1777902)
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scientific article; zbMATH DE number 2171825
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Convergence and stability of the three-step iterative schemes for a class of general quasivariational-like inequalities |
scientific article; zbMATH DE number 2171825 |
Statements
Convergence and stability of the three-step iterative schemes for a class of general quasivariational-like inequalities (English)
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25 May 2005
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Summary: We introduce and study a class of general quasivariational-like inequalities in Hilbert spaces, suggest two general algorithms, and establish the existence and uniqueness of solutions for these kinds of inequalities. Under certain conditions, we discuss convergence and stability of the three-step iterative sequences generated by the algorithms.
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general quasivariational inequalities
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existence
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uniqueness
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convergence
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stability
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three-step iterative sequences
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0.98056537
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0.9661801
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0.96107566
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0.9349125
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0.93118024
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