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- Gross–Koblitz_formula abstract "In mathematics the Gross–Koblitz formula, introduced by Gross and Koblitz (1979) expresses a Gauss sum using a product of values of the p-adic gamma function. It is an analog of the Chowla–Selberg formula for the usual gamma function. It implies the Hasse–Davenport relation and generalizes the Stickelberger theorem.Boyarsky (1980) gave another proof of the Gross–Koblitz formula using Dwork's work, and Robert (2001) gave an elementary proof.".
- Gross–Koblitz_formula wikiPageID "33875057".
- Gross–Koblitz_formula wikiPageRevisionID "593506390".
- Gross–Koblitz_formula author1Link "Benedict Gross".
- Gross–Koblitz_formula author2Link "Neal Koblitz".
- Gross–Koblitz_formula last "Gross".
- Gross–Koblitz_formula last "Koblitz".
- Gross–Koblitz_formula year "1979".
- Gross–Koblitz_formula subject Category:Number_theory.
- Gross–Koblitz_formula comment "In mathematics the Gross–Koblitz formula, introduced by Gross and Koblitz (1979) expresses a Gauss sum using a product of values of the p-adic gamma function. It is an analog of the Chowla–Selberg formula for the usual gamma function. It implies the Hasse–Davenport relation and generalizes the Stickelberger theorem.Boyarsky (1980) gave another proof of the Gross–Koblitz formula using Dwork's work, and Robert (2001) gave an elementary proof.".
- Gross–Koblitz_formula label "Gross–Koblitz formula".
- Gross–Koblitz_formula sameAs Gross%E2%80%93Koblitz_formula.
- Gross–Koblitz_formula sameAs グロス＝コブリッツの公式.
- Gross–Koblitz_formula sameAs Q5610624.
- Gross–Koblitz_formula sameAs Q5610624.
- Gross–Koblitz_formula wasDerivedFrom Gross–Koblitz_formula?oldid=593506390.