摘要
在乘同余法中,以K素数为模,选该模的不同原根为乘子,得到称为LiG的优良伪随机数序列集发生器。用在此情况下伪随机数整体的均匀偏度为定量判据,给出以2^(31)—1为模时最优乘子的估计。
Take a modulo of large primitive number, then choose different primitive roots as multiplicators of the modulo, get a generator of sequence sets of good PRN, it is called LiG, This paper presents an estimate of optimal multiplicate with the modulo 231-1 by whole sample deviation formula of PRN in the case of mentioned above .
出处
《计算物理》
CSCD
北大核心
1990年第3期371-374,共4页
Chinese Journal of Computational Physics
关键词
最优乘子
估计
LiG
原根
偏度
Li generator, primitive roots, deviation, substitution of separated, regions of bands (SSRB).
