A \(q\)-analogue of Watson's product formula and its applications (Q1355425)
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scientific article; zbMATH DE number 1013756
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A \(q\)-analogue of Watson's product formula and its applications |
scientific article; zbMATH DE number 1013756 |
Statements
A \(q\)-analogue of Watson's product formula and its applications (English)
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22 September 1997
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In this paper the author has obtained a \(q\)-analogue of Watson's product formula and has also discussed its special cases. These special cases are used to obtain a Toscano type identity and Koornwinder addition formula for continuous \(q\)-ultraspherical polynomials.
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\(q\)-analogue
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\(q\)-ultraspherical polynomials
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Watson's product formula
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0.92843616
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0.9212799
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0.87974066
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0.87925255
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0.8756807
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0.87491196
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0.8728176
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0.87192047
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