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[Algorithm1024位大整数相乘(N次方)取模

Description: 1024位的大整数进行相乘(N方)取模,是RSA密钥算法的一部分。其中,我对十进制,二进制的高效转换部分非常满意-1024 for the large integer multiplication (N) The tray is RSA key part of the algorithm. Which, I decimal, binary conversion efficiency is very satisfactory
Platform: | Size: 3643392 | Author: 李春晖 | Hits:

[Crack HackRSA_1111554490vc程序

Description: rsa加密算法的vc实现,可以实现1024位的加密-the source code of rsa algorithm in vc,which can do 1024bits encryption.
Platform: | Size: 148480 | Author: | Hits:

[Crack HackRSAKey

Description: RSA公钥密钥生成程序,C++语言编写,采用了自己的大数类,可在短时间内生成1024位的RSA公钥和密钥,内有详细注解-RSA public key generation procedures, C language, the use of large numbers of its own category, during a 1024 production of the RSA public key and key, with detailed notes
Platform: | Size: 1012736 | Author: liujin | Hits:

[Crack HackELGamaltool

Description: 这个程序是网络信息安全概论课的课程实践,自己动手编写一个具于1024位大数 运算的ELGamal加密系统。 ELGamal 依赖大数运算,目前主流ELGamal算法都建立在512 到1024位的大数运算之上。 而大多数的编译器只能支持到64位的整数运算,即我们在运算中所使用的整数必须小 于等于64位,即:0xffffffffffffffff,也就是18446744073709551615,这远远达不 到RSA 的需要,于是需要专门建立大数运算库来解决这一问题-network information security Introduction of the course in practice, personally prepared with a majority in the 1024 operations ELGamal encryption system. ELGamal rely on large numbers efficiently, Currently mainstream ELGamal algorithms are built on 512-1024 Operators of large numbers above. Most of the compiler can only support 64-bit integer operations, Operators that we are used to be rounded up to less than 64, namely : 0xffffffffffffffff. 18446744073709551615 is, it is far less than the needs of the RSA, therefore need to establish specialized majority of the operation to resolve this problem
Platform: | Size: 92160 | Author: 明江 | Hits:

[File Formatrsaalgorithminvc

Description: rsa加密算法的vc实现,可以实现1024位的加密-the source code of rsa algorithm in vc,which can do 1024bits encryption.-rsa encryption algorithm vc realized, 1024 can be achieved encryption-the source code of rsa algorithm in vc, which can do 1024bits encryption.
Platform: | Size: 5120 | Author: 徐凯 | Hits:

[Crack HackANSIandUNICODErsa

Description: 网上唯一一个支持中文加解密的1024位快速RSA算法源码,界面友好。也是别人的作品,后来自己花了好几天使它支持UnicodeString,vc++6.0调试通过,如果你想使用加密算法,不用RSA是您的损失,如果您使用RSA,但没有下载到此源码,那将是您和公司的损失。-The only Chinese online support encryption and decryption of the 1024 Fast RSA algorithm source code, user-friendly. Also other people
Platform: | Size: 101376 | Author: 张力 | Hits:

[Crack Hackresource_code_of_RSA

Description: 文件包括RSA算法原程序及详细注释。可以实现使用1024位以上大素数进行加解密。其中包括大整数的加、减、乘、除、模幂运算,求逆元运算,以及大素数的判定等算法。稍做扩展即可在实际中应用。-Documents include the RSA algorithm for the original procedures and detailed notes. Can be achieved using more than 1024 large prime numbers for encryption and decryption. Including large integer add, subtract, multiply, divide, modular exponentiation computation, and inverse calculations, as well as the large prime numbers, such as algorithms to determine. Can be extended slightly in the actual application.
Platform: | Size: 112640 | Author: wp | Hits:

[Crack HackRSAfinal

Description: 能够生成1024位的RSA算法密钥对,C++语言实现-1024 to generate the RSA key pair algorithm, C Language Implementation
Platform: | Size: 58368 | Author: jjunfan | Hits:

[CA authrsa

Description: RSA算法C++实现,实现RSA算法,密码强度1024 -RSA algorithm C++ Realize, realize RSA algorithm, the password strength of 1024
Platform: | Size: 883712 | Author: G | Hits:

[CA authRSA

Description: :RSA 是最广泛的公钥算法,从程序实现的主要思想、算法分析及流程说明、实验环境要求描述、运行 和结果、运行效率分析和程序源代码六方面介绍运用java程序实现RSA加密算法,要求输入明文的二进制位数 不少于1024。-: RSA public key is the most widely algorithm, from the process to achieve the main ideas, algorithms and processes that describe the experimental environmental requirements, operation and results, operational efficiency analysis and source code six introduce the use of java program RSA encryption algorithm, expressly asked to enter the binary digits of not less than 1024.
Platform: | Size: 160768 | Author: 王功臣 | Hits:

[Crack HackRSATest

Description: RSA 1024位加密算法封装,算法使用big-endian编码方式。用于Windows Mobile下-RSA 1024-bit encryption algorithm package algorithm uses big-endian encoding. Used under Windows Mobile
Platform: | Size: 1256448 | Author: test | Hits:

[Crack HackRSAPK

Description: RSA公钥加解密算法源码,VC++语言开发, 可生成最长1024比特密钥对,里面包含大数运算类,可直接移植使用。-RSA public key encryption algorithm source code, VC++ Language development, can generate up to 1024 bit key pair, which contains large numbers computing categories, can be directly transplanted to use.
Platform: | Size: 20480 | Author: 曹鹏 | Hits:

[Mathimatics-Numerical algorithmsBigInt

Description: 大数运算库源文件:BigInt.cpp 作者:afanty@vip.sina.com 版本:1.2 (2003.5.13) 说明:适用于MFC,1024位RSA运算-Large numbers computing library source files: BigInt.cpp Author: afanty@vip.sina.com Version: 1.2 (2003.5.13) Description: applicable to MFC, 1024 bit RSA operations
Platform: | Size: 5120 | Author: 梁增健 | Hits:

[Crack Hack1024RSA

Description: 支持大整数的RSA算法,还可以自动生成随机大素数-Support for large integer RSA algorithm, can also automatically generate random large prime numbers
Platform: | Size: 62464 | Author: | Hits:

[Crack HackRSA(3)

Description: RSA加密算法的实现 2^1024大的素数实现-implement the RSA
Platform: | Size: 3462144 | Author: runnery | Hits:

[matlabrsa

Description: 能够用matlab实现RSA算法中加密解密的功能,产生的密钥为1024位,计算速度快。-Matlab able to achieve the RSA algorithm for encryption and decryption functions, have a key for 1024, the calculation speed.
Platform: | Size: 12288 | Author: 鲍茂然 | Hits:

[Crack HackRSA

Description: RSA algorithem p=1024 bits
Platform: | Size: 1024 | Author: donweena | Hits:

[CA authrsa.tar

Description: rsa algorithm .... works fine for 1024 bit prime numbers
Platform: | Size: 7168 | Author: stane | Hits:

[Windows DevelopRSA

Description: RSA加密算法,可以实现实现128,256,512,1024,2048位的RSA加密解密运算-Use vc++ Realize RSA encryption and decryption algorithm source code.RSA digital signature algorithm of RSA
Platform: | Size: 23552 | Author: MR.name | Hits:

[Crack HackRSA

Description: RSA加密算法的实现,1024位 是贷款累计发生了科技发达拉斯卡积分-RSA Encryption Algorithm, 1024 is the cumulative incidence of credit points of science and technology developed Raska
Platform: | Size: 651264 | Author: 崔哥 | Hits:
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