A degree theory for variational inequalities with sums of maximal monotone and \((S_{+})\) operators (Q519454)
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scientific article; zbMATH DE number 6700689
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A degree theory for variational inequalities with sums of maximal monotone and \((S_{+})\) operators |
scientific article; zbMATH DE number 6700689 |
Statements
A degree theory for variational inequalities with sums of maximal monotone and \((S_{+})\) operators (English)
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4 April 2017
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The authors construct a degree theory related to variational inequalities driven by multi-valued sums of maps of type \((S_+)\) and maximal monotone operators. It is admitted that the multi-valued maps have non-convex values.
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degree theory
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maximal monotone operator
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operator of type \((S_{+})\)
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multivalued map
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variational inequality
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Browder-Skrypnik degree
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