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[Windows Develop] Rabin-Miller DL : 0: 素性检验，可用于小数据，大量数据不支持啊，谢谢使用
Date : 2008-10-13 Size : 1.05kb User : 古月
[Windows Develop] RSA_Robin-miller DL : 0: RSA_Robin-miller algorithm
Date : 2008-10-13 Size : 3kb User : liang
[Windows Develop] Rabin-Miller DL : 0: 素性检验，可用于小数据，大量数据不支持啊，谢谢使用-Primality testing, can be used for small data, a large amount of data does not support ah, thank you to use
Date : 2025-12-31 Size : 1kb User : 古月
[Windows Develop] codes DL : 0: 密勒解码器硬件实现-Miller decoder hardware implementation
Date : 2025-12-31 Size : 28.93mb User : liuyu
[Windows Develop] RSA_Robin-miller DL : 0: RSA_Robin-miller algorithm
Date : 2025-12-31 Size : 3kb User : liang
[Windows Develop] miller DL : 0: miler的通信类算法开发代码，公相互学习-miler communications algorithm development code, public and learn from each other
Date : 2025-12-31 Size : 1kb User :
[Windows Develop] xm1099 DL : 0: Miller-Rabin随机性素数测试，能有效的判断一个小于2^63次方的数是不是素数。-Miller-Rabin prime randomness tests, can effectively determine whether a power of less than 2 ^ 63 is the number of prime numbers.
Date : 2025-12-31 Size : 1kb User : jiyaodian
[Windows Develop] RSAUpper DL : 0: 这是个很容易且广泛使用的简单算法，它基于Gary Miller的部分象法，有Michael Rabin发展。事实上，这是在NIST的DSS建议中推荐的算法的一个简化版。首先选择一个代测的随机数p，计算b，b是2整除p-1的次数。然后计算m，使得n=1+(2^b)m。-This is a very easy and simple and widely used algorithm, which is based on some of Gary Miller as the law, there is the development of Michael Rabin. In fact, it is recommended in the NIST' s DSS recommended a simplified version of the algorithm. First of all, choose a random number generation test of p, calculated b, b is divisible by 2, the number of p-1. Calculation of m, making n = 1+ (2 ^ b) m.
Date : 2025-12-31 Size : 227kb User : Xu Enliang
[Windows Develop] Miller-Rabin DL : 0: Miller-Rabin算法随机算法求素数-Miller-Rabin Ramdom Algorithm
Date : 2025-12-31 Size : 116kb User : zhuo
[Windows Develop] suxingjiance DL : 0: 素性检测，利用三种方法： Solovag-Strassen检测，Lehmam检测， Rabin-Miller检测-Primality testing, using three methods: Solovag-Strassen Detection, Lehmam testing, Rabin-Miller Detection
Date : 2025-12-31 Size : 2kb User : bluerain
[Windows Develop] Miller-Rabin DL : 0: 用Witness2实现Miller-Rabin算法，主程序循环5—20次，看在100,000—200,000之间有多少个数被判为素数-With the Miller-Rabin algorithm to achieve Witness2, the main program loop 5-20 times, to see how many in number between 100,000-200,000 convicted of prime
Date : 2025-12-31 Size : 4kb User : randoll
[Windows Develop] Miller DL : 0: wi fi security miller book
Date : 2025-12-31 Size : 4.53mb User : abcd
[Windows Develop] 5_16 DL : 0: Miller-Rabin素性测试算法的C语言实现-Miller-Rabin primality testing algorithm of C language
Date : 2025-12-31 Size : 6kb User : zry
[Windows Develop] CPP-For-Artists2003 DL : 0: C++书籍中较为经典的一本书，支持复制，语言为纯英文版-C++ For Artists: The Art, Philosophy, and Science of Object-Oriented Programming by Rick Miller ISBN:1932504028 Biblio Distribution © 2003 (590 pages) Intended as both a classroom and reference text, this book breaks all molds by being the first book of its kind specifically designed to help readers tap their creative energy to understand and apply difficult programming concepts.
Date : 2025-12-31 Size : 19.39mb User : 孙宝杰
[Windows Develop] Miller-Rabin_primality_test_(C) DL : 0: upload for sharing files. sharing is caring-upload for sharing files. sharing is caring
Date : 2025-12-31 Size : 7kb User : anbu
[Windows Develop] Mstateei DL : 0: 米勒解码器的状态转换模块。用verilog语言编写写，ISE为开发环境，经测试可直接使用。 -Miller decoder state transition module. Verilog language writing, ISE development environment has been tested and can be used directly.
Date : 2025-12-31 Size : 269kb User : guowai
[Windows Develop] dwgaqiredirected DL : 0: 一个Web爬虫Java类库,最初由Carnegie Mellon 大学的Robert Miller开发,()
Date : 2025-12-31 Size : 288kb User : forejm
[Windows Develop] 16007447 DL : 0: Miller An article on an easy and neat way to include options()
Date : 2025-12-31 Size : 182kb User : RTGhxpl$5685