Pseudoquadratic functionals in locally convex Sobolev space \(W^1_2\) (Q2901756)
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scientific article; zbMATH DE number 6062261
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Pseudoquadratic functionals in locally convex Sobolev space \(W^1_2\) |
scientific article; zbMATH DE number 6062261 |
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31 July 2012
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variational functional
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K-extremum
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Sobolev space
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locally convex space
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0.89654744
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0.89037883
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0.8890531
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0.88778365
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0.8876547
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0.8869026
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0.88445795
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0.88302976
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0.8826022
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Pseudoquadratic functionals in locally convex Sobolev space \(W^1_2\) (English)
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This paper concerns with Euler-Lagrange functional in local convex Sobolev space. The author obtains sufficient conditions that this functional is well-defined, compact continuous, compact differentiable and twice compact differentiable in terms of ``pseudoquadratic functionals''.
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