南方医科大学学报

南方医科大学学报 ›› 2004, Vol. 24 ›› Issue (09): 1091-1095.

• • 上一篇    下一篇

基于Intel RNG的真随机数生成器研究

黄枫, 申洪   

  1. 第一军医大学病理学教研室, 广东, 广州, 510515
  • 出版日期:2004-09-20 发布日期:2004-09-20
  • 基金资助:
    收稿日期:2004-5-21。
    作者简介:黄枫(1974-),男,博士研究生,研究方向:生物体视学
    通讯作者:申洪

Intel random number generator-based true random number generator

HUANG Feng, SHEN Hong   

  1. 第一军医大学病理学教研室, 广东, 广州, 510515
  • Online:2004-09-20 Published:2004-09-20

PDF

6065

摘要： 目的 构建基于特定Intel芯片组中random number generator(RNG)单元的真随机数生成器。方法 在Intel 815E 芯片组的个人电脑上安装Intel Security Driver(ISD)后,使用Microsoft Visual C++ 6编程,通过寄存器读取的方式获取RNG中的随机数。结果 生成的500个随机数通过的NIST FIPS 140-1和χ2拟合优度检验(α=0.05),表明本方法所生成的随机数满足独立性和分布均匀性的要求。生成7500个随机数经域值变换后与随机数表中的同等数目的随机数进行了统计学比较,结果显示前者的均值偏移、SD, SE和CV均小于后者。结论 基于Intel RNG的真随机数生成器可以生成满足独立性和分布均匀性的真随机数,生成的随机数效果与随机数表中的随机数没有显著性区别。但是基于Intel RNG的真随机数生成器能解决使用随机数表获取随机数中可能存在的问题,具有较好的普遍性和实用性。

Abstract: Objective To establish a true random number generator on the basis of certain Intel chips. Methods The random numbers were acquired by programming using Microsoft Visual C++ 6.0 via register reading from the random number generator (RNG) unit of an Intel 815 chipset-based computer with Intel Security Driver (ISD). Result We tested the generator with 500 random numbers in NIST FIPS 140-1 and χ2 R-Squared test, and the result showed that the random number it generated satisfied the demand of independence and uniform distribution. We also compared the random numbers generated by Intel RNG-based true random number generator and those from the random number table statistically, by using the same amount of 7500 random numbers in the same value domain, which showed that the SD, SE and CV of Intel RNG-based random number generator were less than those of the random number table. The result of u test of two CVs revealed no significant difference between the two methods. Conclusion Intel RNG-based random number generator can produce high-quality random numbers with good independence and uniform distribution, and solves some problems with random number table in acquisition of the random numbers.

中图分类号: