About even insufficiency normalized own function of the problem T. Redge in the event of weight functions, satisfying Lipschitz condition (Q2838906)
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scientific article; zbMATH DE number 6183669
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | About even insufficiency normalized own function of the problem T. Redge in the event of weight functions, satisfying Lipschitz condition |
scientific article; zbMATH DE number 6183669 |
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3 July 2013
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About even insufficiency normalized own function of the problem T. Redge in the event of weight functions, satisfying Lipschitz condition (English)
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A standard spectral problem for equations of mathematical physics is still not completely solved in cases of non-smooth coefficients and some generalizations. Here, a formulation of the problem of T. Redge type (see [\textit{T. Redge}, ``Analytic properties of the dispersion matrix'', Matematika 7, No. 4, 83--89 (Russian)) is considered in the case when the weight functions satisfy the Lipshitz conditions.
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