Equivalence of Riccati equations with periodic coefficients (Q1778185)
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scientific article; zbMATH DE number 2176547
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Equivalence of Riccati equations with periodic coefficients |
scientific article; zbMATH DE number 2176547 |
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Equivalence of Riccati equations with periodic coefficients (English)
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17 June 2005
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Sufficient conditions for the topological equivalence of two Riccati equations with periodic coefficients of the form \[ {dx\over dt}= a_{2k}(t) x^2+ a_{1k}(t)x+ a_{0k}(t), \] where \(a_{jk}(t)\), \(j= 0,1,2\); \(k= 1,2\), are \(1\)-periodic holomorphic functions on \(\mathbb{R}\), are derived.
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topological equivalence
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0.830183744430542
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0.8188750147819519
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