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Parallel linear congruential generators with prime moduli

机译:具有素数模数的并行线性同余生成器

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Linear congruential generators(LCGs)remain the most popular method of pseudorandom number generation on digital computers. Ease of implementation has favored implementing LCGs with power-of-two moduli. However, prime modulus LCGs are superior in quality to power-of-two modulus LCGs, and the use of a Mersenne prime minimizes the computational cost of generation. When implemented for parallel computation, quality becomes as even more compelling issue. We Use a full-period exponential sum as the measure of stream independence and present a method for Producing provably independent streams of LCGs in parallel by utilizing an eplicit parameteriza- Tion of all of the primitive elements modulo a given prime.
机译:线性同余生成器(LCG)仍然是数字计算机上最流行的伪随机数生成方法。易于实施有利于实现具有2模幂的LCG。但是,质数模数LCG的质量优于二乘幂模数LCG,并且使用梅森质数可以最大程度地降低生成的计算成本。当实现并行计算时,质量成为更加引人注目的问题。我们使用全周期指数和作为流独立性的度量,并提出了一种方法,该方法通过利用所有给定素数模量的原始元素的隐性参数化,并行生成可证明独立的LCG流。

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