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- Chowla–Mordell_theorem abstract "In mathematics, the Chowla–Mordell theorem is a result in number theory determining cases where a Gauss sum is the square root of a prime number, multiplied by a root of unity. It was proved and published independently by Sarvadaman Chowla and Louis Mordell, around 1951.In detail, if is a prime number, a nontrivial Dirichlet character modulo , and where is a primitive -th root of unity in the complex numbers, thenis a root of unity if and only if is the quadratic residue symbol modulo . The 'if' part was known to Gauss: the contribution of Chowla and Mordell was the 'only if' direction. The ratio in the theorem occurs in the functional equation of L-functions.".
- Chowla–Mordell_theorem wikiPageID "595896".
- Chowla–Mordell_theorem wikiPageRevisionID "551243895".
- Chowla–Mordell_theorem subject Category:Cyclotomic_fields.
- Chowla–Mordell_theorem subject Category:Theorems_in_number_theory.
- Chowla–Mordell_theorem subject Category:Zeta_and_L-functions.
- Chowla–Mordell_theorem comment "In mathematics, the Chowla–Mordell theorem is a result in number theory determining cases where a Gauss sum is the square root of a prime number, multiplied by a root of unity. It was proved and published independently by Sarvadaman Chowla and Louis Mordell, around 1951.In detail, if is a prime number, a nontrivial Dirichlet character modulo , and where is a primitive -th root of unity in the complex numbers, thenis a root of unity if and only if is the quadratic residue symbol modulo .".
- Chowla–Mordell_theorem label "Chowla–Mordell theorem".
- Chowla–Mordell_theorem label "Théorème de Chowla-Mordell".
- Chowla–Mordell_theorem sameAs Chowla%E2%80%93Mordell_theorem.
- Chowla–Mordell_theorem sameAs Théorème_de_Chowla-Mordell.
- Chowla–Mordell_theorem sameAs Q4991415.
- Chowla–Mordell_theorem sameAs Q4991415.
- Chowla–Mordell_theorem wasDerivedFrom Chowla–Mordell_theorem?oldid=551243895.