Solvability of infinite differential systems of the form \(x^{\prime}(t) = Tx(t)+b\) where \(T\) is either of the triangles \(C(\lambda)\) or \(\overline N_q\) (Q2876422)
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scientific article; zbMATH DE number 6331381
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Solvability of infinite differential systems of the form \(x^{\prime}(t) = Tx(t)+b\) where \(T\) is either of the triangles \(C(\lambda)\) or \(\overline N_q\) |
scientific article; zbMATH DE number 6331381 |
Statements
19 August 2014
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infinite linear systems of differential equations
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systems of linear equations
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Laplace operator
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0.8587363
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0.8528866
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0.8493217
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0.84835505
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0.8464758
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Solvability of infinite differential systems of the form \(x^{\prime}(t) = Tx(t)+b\) where \(T\) is either of the triangles \(C(\lambda)\) or \(\overline N_q\) (English)
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