On \({\Gamma}^ -\)-convergence of functionals with analytic integrand (Q2367514)
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| Language | Label | Description | Also known as |
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| English | On \({\Gamma}^ -\)-convergence of functionals with analytic integrand |
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On \({\Gamma}^ -\)-convergence of functionals with analytic integrand (English)
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16 August 1993
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This paper is concerned with \(\Gamma\)-convergence of sequences of simple integral functionals of the calculus of variations. It shows that, under suitable conditions, some differentiability properties of the integrands of the approximating functionals, in particular the analyticity, remain true for the integrand of the \(\Gamma\)-limit functional.
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\(\Gamma\)-convergence
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sequences of simple integral functionals
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differentiability properties of the integrands of the approximating functionals
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analyticity
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integrand of the \(\Gamma\)-limit functional
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