We present an oracle factorisation algorithm which finds a nontrivial factor of almost all positive integers $n$ based on the knowledge of the number of points on certain elliptic curves in residue rings modulo $n$.

翻译：我们提出一个神器系数算法,它发现几乎所有正整数的非三元因素($n),其依据是对于残留环模子中某些椭圆曲线的点数的了解。