Equivalence of the derived chains corresponding to a boundary-value problem on a finite interval, for polynomial operator pencils (Q748838)
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scientific article; zbMATH DE number 4171744
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Equivalence of the derived chains corresponding to a boundary-value problem on a finite interval, for polynomial operator pencils |
scientific article; zbMATH DE number 4171744 |
Statements
Equivalence of the derived chains corresponding to a boundary-value problem on a finite interval, for polynomial operator pencils (English)
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1990
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It is investigated the equivalence of derived chains associated with a polynomial operator pencil L(\(\lambda\)) in a Hilbert space. These chains correspond to various boundary value problems on [0,T] for the operator differential equation \(L(D)u=0\).
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equivalence of derived chains associated with a polynomial operator pencil
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boundary value problems
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operator differential equation
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0.8351659178733826
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0.8104897141456604
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