A \(q\)-multisum identity arising from finite chain ring probabilities (Q2138557)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A \(q\)-multisum identity arising from finite chain ring probabilities |
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A \(q\)-multisum identity arising from finite chain ring probabilities (English)
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12 May 2022
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A probability computation with finite chain rings is used to prove that a \(q\)-multisum \(B_N(q)\) is a sum of \(N^2\) products of quotients of theta functions.
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\(q\)-multisum
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chain ring
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theta functions
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