搜索资源列表
RSA
- 验证RSA算法 了解RSA产生公钥和私钥的方法； 了解和验证RSA的加密、解密过程； 尝试编写RSA编码的程序 -RSA Authentication RSA algorithm to understand the method generate public and private keys understand and verify the RSA encryption and decryption process try to write the program RSA
RSA
- 非对称加密的RSA算法，常用于CA认证和数字签名-RSA asymmetric encryption algorithm, commonly used in the CA authentication and digital signature
RSAEncript
- 使用visual c++开发的RSA加密算法程序-Using visual c++ development process RSA encryption algorithm
PublicKeyEncryption_algorithm_VC
- RSA加密算法的VC++代码实现。 由选定的P,Q以及E来计算私钥D-RSA encryption algorithm VC++ code. Selected by the P, Q and E to calculate the private key D
rsa
- 实现了rsa密码体制，包括加密解密，有大数的实现，是学习rsa的好文件-Rsa cryptosystem implemented, including encryption and decryption
RSA
- RSA的加密和解密算法，程序运行时间较长，请耐心等待-RSA encryption and decryption algorithms, run time is a little long, please be patient
RSA
- 基于RSA算法的加密解密以及数字签名系统，实现加密解密签名的功能-RSA-based encryption and decryption algorithms and digital signature system to achieve the function of signature encryption and decryption
jiami
- 基于Udp的文件传输RSA加密程序，并且带有数字签名功能-Udp file transfer based on RSA encryption and digital signature capabilities with
javaMail
- 该系统同样是在MFC的框架上进行编写。系统实现过程如下：用POP3协议完成邮件接收，用SMTP协议完成邮件的发送，并且对原文内容进行AES加密。然后对AES的密钥进行RSA加密，并将加密后的AES密钥随邮件的正文一起发送给接收方。而接收方在收到邮件之后，首先还原出AES密钥，接着对邮件的内容进行解密，还原出邮件正文。-The system is also in preparation on the MFC framework. System implementation process is a
RSA-CSharp
- 用编程语言实现基于RSA算法的数字签名过程，其中，RSA算法设计可加密姓名全拼。a=1,b=2,…z=26，不足添0，N>2626，双字母同时加密。-Programming language with a digital signature based on RSA algorithm process, which, RSA encryption algorithm is designed to name spelling. a = 1, b = 2, ... z = 26, less t
vcPPbianyidejiamiruanjian
- 用vc++做的一款rsa加密小软件，可用于加密小型数据和文件-Vc++ to do with a small rsa encryption software can be used for small data and file encryption
jiamijiemiCPP
- 文件的rsa加密解密技术 c++简易设计-File encryption decryption rsa c++ simple design
RSA
- 包含多种加密方法md5,md2,des,rsa,可作为KDC服务器。供学习之用。-Includes a variety of encryption md5, md2, des, rsa, as a KDC server. For learning.
RsaKit_V1.0
- 基于大数因子不可再分的RSA加密系统，因为这里只是用长整型来存储加密数据，如果素数都比较大，在乘方运算时肯定会造成内存溢出，因此这里仅仅只是验证RSA算法的思想的正确性-Can not be divided based on factors of large numbers of the RSA encryption system, because there is a long integer used to store encrypted data, if the prime was rel
RSA
- RSA算法是最著名的公开密码体制。基于大数分解的难度。其公开密钥和私人密钥是一对大素数的函数，从一个公开密钥和密文中恢复出明文的难度等价于分解两个大素数之积。算法过程：首先是设计密钥，然后是对消息加密，最后是对密文解密。-RSA algorithm is the most famous public cryptosystem. Based on the difficulty of large integer. Its public key and private key is a functio
RSA
- RSA算法是最著名的公开密码体制。基于大数分解的难度。其公开密钥和私人密钥是一对大素数的函数，从一个公开密钥和密文中恢复出明文的难度等价于分解两个大素数之积。算法过程：首先是设计密钥，然后是对消息加密，最后是对密文解密。-RSA algorithm is the most famous public cryptosystem. Based on the difficulty of large integer. Its public key and private key is a functio
RSA
- 超经典、完整、规范的RSA公钥加密认证签名C语言算法-Super classic, complete, standard RSA public key encryption and authentication signature C language algorithm
RSA
- 用c简单实现了RSA算法，Rsa算法是采用双钥加密的技术-Achieved with a simple RSA algorithm c, Rsa algorithm is the use of a dual-key encryption technology
jiami
- rsa加密和解密算法实现的代码,了解rsa加密解密算法的具体步骤和具体分析-rsa encryption and decryption algorithm code rsa encryption and decryption algorithms to understand the specific steps and specific analysis
RSA
- 基于RSA的公钥加密、利用java中的相关类实现对指定字符串的加解密、实现图形界面-Based on RSA public key encryption, the use of java in the relevant class to achieve the specified string encryption and decryption, to achieve graphical interface