资源列表
jm3645648
- 简单的加密源码。
SHA1
- 主要适用于数字签名标准（Digital Signature Standard DSS）里面定义的数字签名算法（Digital Signature Algorithm DSA）。对于长度小于2^64位的消息，SHA1会产生一个160位的消息摘要。当接收到消息的时候，这个消息摘要可以用来验证数据的完整性。-The main standard for digital signatures (Digital Signature Standard DSS) which defines the Digita
rc4
- RC4加密算法代码,可用于加密文件或者设置用户登录密码-RC4 encryption algorithm code can be used to encrypt files or set the user password
IDEA
- IDEA加解密算法，java版，做了小小改动，补码可支持自定义，内含使用实例-idea algorithm
crc_1
- 使用单片来进行CRC校验，可以位校验、半字节和字节校验-Using the single-chip to carry out CRC check, you can place check, half-byte and byte checksum
tea.zip
- tea算法源代码，C写的
MD5＿Carithmetic
- 其实网上这方面的代码已经不少了,但是大多都如出一辙,主要是给出的代码不但不好理解(主要是为了处理大文件,支持分块,这样就会屑弱初学者对算法的理解),该源代码在引入必要头文件后可以在VC6.0下顺利通过编译-fact that the Internet has been a lot of code, but most of all the same, given the code is not only poor understanding (mainly to handle large file
CBase64
- VC++加密头文件，这个头文件可以实现数据的加密，是数据的传输更加安全。-VC++ header file encryption, this header file can achieve data encryption, data transmission is more secure.
Biology594736
- 找了这么久的源码，今天终于找到了这个源码 Biology594736，同学们可以学习参考-Source for so long, today finally found the source Biology594736, students can learn the reference
Mathematica__2299072MTK-6067514
- 这是一个关于Mathematica__2299072MTK-6067514的源码，同学们学习下载吧-This is a source of Mathematica__2299072MTK- 6067514 students learn to download
rsa
- RSA编码实现，创建公钥和私钥，并判定生成的是否是素数，生成界面和菜单便于用户选择，用扩展欧几里得短发求乘法逆元，快速模幂算法，-RSA Coding, create public and private keys, and determine whether the resulting number is a prime generate user-friendly interface and menu choices, with short hair extensions Euclid se
Tech-TXT
- 4.Descr iption is not detailed or not correct 5.Compressed file has password 6.Sourcecode duplicate or already exist