搜索资源列表
my_xor
- 异或门，Verilog实现，包含实验说明文档。-XOR gate, Verilog implementation, including test documentation.
neural_xor
- code for XOR problem using BP neural network without using matlabtoolbox
xor
- 电子技术基础（数字部分）Verilog同步教程 Application Note 异或门实验例程-xor
xor
- 最大的异或 题目描述：给你n个正整数，你要找出哪两个数按位异或运算后的结果是最大的。 输入：输入一个整数n(2<=n<=100000)，然后就是n个109以内的正整数。 输出：输出最大的按位异或运算结果。 样例输入： 4 1 3 4 7 样例输出： 7 提示：3和4异或的结果是7，已经最大 要求：时间复杂度为O(nlogn)-xor
XOR
- neural networs XOR 代码-neural networs XOR
xor
- XOR.exe + SRC for XORing of files. Very good.
XOR
- very important for student in biomedical Engineering and sience
XORTool
- XOR的异或加解密小工具，自己写的，可以设置单一的两位16进制异或值。-XOR XOR encryption gadget wrote it myself, you can set one of two 16-band difference or value.
VB.developers.XOR.encryption.algorithm.module.code
- VB开发加密异或算法模块代码VB developers XOR encryption algorithm module code -VB developers XOR encryption algorithm module code
ndn30bin
- xor problem with matlab
XOR
- XOR 问题，，快速稳定的程序，具有语句简洁，高效等特点。-XOR problem, fast and stable procedure, with the statement simple, efficient and so on.
XOR
- VC++实现BP前向神经网络异或算法，（非常好）-VC++ to achieve BP XOR forward neural network algorithm (very good)
Kademlia-A_P2P_Information_System_Based_on_the-XOR
- Kademlia 协议基于XOR优化的P2P实现-Kademlia P2P protocol to achieve optimized based XOR
XOR
- vhdl code for XOR gate
MLPbackpropagation
- MLP backpropagation xor, sin and function approximation.
HashFunction
- A simple hash function-The input of this hash function is a stream of binary data which is read from file. The data is encrypted by each 32bits. Each block first is initialized by doing XOR with the modified ciphertext a
Simple_XOR2152935222009
- Simple XOR encryption- Simple XOR encryption
xorbp
- matlab语言编写的基于BP神经网络的异或问题分类-matlab language BP neural network based on the XOR problem classification
xor
- Xor gate implementation in vhdl.
a51
- A5 is a stream cipher. A5 is based on a combination of three linear feedback shift registers (LFSRs) with irregular clocking. It uses 64 bit keys. The register lengths are 19, 22, and 23. All the feedback polynomials are