Zolotarev's lemma
In number theory, Zolotarev's lemma states that the Legendre symbol for an integer a modulo an odd prime number p, where p does not divide a, can be computed as the sign of a permutation: where ε denotes the signature of a permutation and πa is the permutation of the nonzero residue classes mod p induced by multiplication by a.
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Zolotarev's lemma
In number theory, Zolotarev's lemma states that the Legendre symbol for an integer a modulo an odd prime number p, where p does not divide a, can be computed as the sign of a permutation: where ε denotes the signature of a permutation and πa is the permutation of the nonzero residue classes mod p induced by multiplication by a.
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Das Lemma von Zolotareff ist e ...... te 1914 für das Jacobi-Symbol.
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En mathématiques, le lemme de ...... ultiplie chaque élément par a.
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In number theory, Zolotarev's ...... se sign is −1, which is (6|7).
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В теории чисел, Лемма Золотарё ...... , полученной умножением на a.
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Das Lemma von Zolotareff ist e ...... te 1914 für das Jacobi-Symbol.
@de
En mathématiques, le lemme de ...... ultiplie chaque élément par a.
@fr
In number theory, Zolotarev's ...... nduced by multiplication by a.
@en
В теории чисел, Лемма Золотарё ...... , полученной умножением на a.
@ru
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Lemma von Zolotareff
@de
Lemme de Zolotarev
@fr
Zolotarev's lemma
@en
Лемма Золотарёва
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