Normalized eigenvectors for nonlinear abstract and elliptic operators (Q1300101)
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scientific article; zbMATH DE number 1333014
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Normalized eigenvectors for nonlinear abstract and elliptic operators |
scientific article; zbMATH DE number 1333014 |
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Normalized eigenvectors for nonlinear abstract and elliptic operators (English)
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23 February 2000
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The authors study the eigenvalue problem \(Au= C(\lambda,u)\), where \(A\) is of type \((S)_+\), \(m\)-accretive, or maximal monotone, while \(C\) is continuous and bounded or compact. Particular emphasis is laid on the existence of eigenvectors with special normalization conditions which are natural in view of applications to elliptic boundary value problems.
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eigenvalue problem
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type \((S)_+\)
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\(m\)-accretive
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maximal monotone
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existence of eigenvectors
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normalization conditions
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elliptic boundary value problems
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0.9425441
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0.92520887
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0.9238277
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0.9112865
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0.90616107
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0.89315075
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