【摘要】 提出素数的一个特殊性质 ,定义了一类超素数 ,证明了相关的定理。基于上述理论分析 ,提出一种伪随机数生成的新方法———超素数法 ,统计结果表明本文方法具有良好的统计特性 ,由此得到的伪随机数序列可用作伪随机数发生器 ,文中给出了计算方法和数值示例更多还原

【Abstract】 A special property of prime numbers was addressed and used for generating quasi random numbers. First it was proved that let M be a selected prime number, all of which constitutes a subset of prime numbers, and Z be a whole number, 0ZM , then Z/M yields a pure circulating decimal with a repetend of ( M -1). By defining this special property of the prime numbers, a theorem was proved which provides a congruential method for generating number sequence {z i} with a period of ( M -1) and z i ∈ and z i being uniformly distributed within in one period. Finally, based on the above analysis, a congruential method for generating quasi random numbers was proposed.更多还原