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    Legendre Symbol

    Legendre symbol

    (n/m) = product_(k=1)^j(n/p_k) for ((m - 1)/2 element Z and (m - 1)/2>=0 and FactorInteger[m] = {{p_1, 1}, {p_2, 1}, ..., {p_j, 1}} and (n/p) = (1 - δ_(n/p - floor(n/p), 0)) (2 sgn( sum_(j=1)^p δ_(j^2 mod p, n mod p)) - 1) for p element P)

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