Series expansions for the solutions of an integral-functional equation with a parameter (Q1411535)
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scientific article; zbMATH DE number 1997866
| Language | Label | Description | Also known as |
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| English | Series expansions for the solutions of an integral-functional equation with a parameter |
scientific article; zbMATH DE number 1997866 |
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Series expansions for the solutions of an integral-functional equation with a parameter (English)
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29 October 2003
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The authors derive series expansions for the solutions of a parameter-dependent homogenoeous integral-functional equation. \[ \phi(t)= b \int_{at-a+1}^{at}\phi(\tau) d\tau, \quad b=\frac{a}{a-1} \] The work presented here extends results from their earlier papers. Here they give expansions for parameter values \(a>1\) and \(a \geq 2\).
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series expansions
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integral-functional equation
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