Stability of essential values under \(\Gamma\)-convergence (Q1851398)
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scientific article; zbMATH DE number 1846797
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Stability of essential values under \(\Gamma\)-convergence |
scientific article; zbMATH DE number 1846797 |
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Stability of essential values under \(\Gamma\)-convergence (English)
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17 December 2002
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The authors consider the problem of a sequence of functionals \(\{f_h\}\) \(\Gamma\)-converging to a functional \(f_{\infty}\) subject to the condition that a constraint is given by the intersection of a convex set and a hypersurface with boundary. The stability of the essential values of \(f_{\infty}\) is investigated. The paper is readable and the exposition of the main concepts from nonsmooth critical point theory very interesting.
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stability
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\(\Gamma\)-convergence
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criticval value
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multiplicity
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variational inequalities
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metric space
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essential value
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transversal
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Palais-Smale condition
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