On a class of linear ordinary differential equations having \(\sum_{k=0}^ \infty x_ k\delta^{(k)}(t)\) and \(\sum_{k=0}^ m x_ k\delta^{(k)}(t)\) as solutions (Q1915522)
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scientific article; zbMATH DE number 894089
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On a class of linear ordinary differential equations having \(\sum_{k=0}^ \infty x_ k\delta^{(k)}(t)\) and \(\sum_{k=0}^ m x_ k\delta^{(k)}(t)\) as solutions |
scientific article; zbMATH DE number 894089 |
Statements
On a class of linear ordinary differential equations having \(\sum_{k=0}^ \infty x_ k\delta^{(k)}(t)\) and \(\sum_{k=0}^ m x_ k\delta^{(k)}(t)\) as solutions (English)
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11 December 1996
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linear homogeneous ordinary differential equations
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distributional solutions
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rational solutions
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0.8457152247428894
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0.8407756686210632
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0.8378769159317017
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0.8135806322097778
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