On a generalization of a theorem of Ibukiyama to evaluate three imprimitive character sums (Q6551224)
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scientific article; zbMATH DE number 7860869
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On a generalization of a theorem of Ibukiyama to evaluate three imprimitive character sums |
scientific article; zbMATH DE number 7860869 |
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On a generalization of a theorem of Ibukiyama to evaluate three imprimitive character sums (English)
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6 June 2024
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The content of this paper covers Bernoulli numbers, generalized Bernoulli functions, Stirling numbers, character sums, $g$ the Möbius inversion formula, Dirichlet characters, and finite sums. The author generalizes a theorem of Ibukiyama to directly express generalized Bernoulli functions by the generalized Bernoulli numbers. The author expresses three families of character sums by generalized Bernoulli numbers.
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Bernoulli numbers
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generalized Bernoulli functions
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