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Statistical properties of modular multiplication modulo a power of two

机译:模乘法的统计性质取二的幂

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In this paper, we investigate statistical properties of modular multiplication modulo a power of two. In fact, we obtain the distribution of every single bit of modular multiplication. Moreover, we determine the distribution of modular multiplication as a vectorial Boolean function. Then, the joint distribution of modular multiplication component bits is discussed: an explicit formula in the case of two component bits is determined and for the joint distribution of any number of component bits we prove a theorem. As a result of this theorem, we calculate the joint distribution of any number of component bits of modular multiplication modulo a power of two with reasonable computational complexity.
机译:在本文中,我们研究了模乘为2的幂的模数的统计性质。实际上,我们获得了模块化乘法每一位的分布。此外,我们将模乘的分布确定为矢量布尔函数。然后,讨论了模乘分量位的联合分布:确定了两个分量位的显式公式,对于任意数量的分量位的联合分布,我们证明了一个定理。作为该定理的结果,我们以合理的计算复杂性计算了模乘法的任意数量的模数乘以2的幂的联合分布。

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