Proof of Brioschi's recursion formula for the expansion of the even \(\sigma\)-functions of two variables. (Q1514595)
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scientific article; zbMATH DE number 2668423
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Proof of Brioschi's recursion formula for the expansion of the even \(\sigma\)-functions of two variables. |
scientific article; zbMATH DE number 2668423 |
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Proof of Brioschi's recursion formula for the expansion of the even \(\sigma\)-functions of two variables. (English)
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1899
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Brioschi (F. d. M. 22, 486, 1890, JFM 22.0486.02) hat eine Recursionsformel für die Coefficienten in der Entwickelung einer geraden \(\sigma\)-Function zweier Veränderlichen nach den Potenzen ihrer Argumente ohne Beweis angegeben. In der vorliegenden Abhandlung wird ein Beweis für die Brioschi'sche Formel erbracht.
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