SKD

LDPC编码算法, Create R = 1/2 low density parity check matrix M : Number of row N : Number of column method : Method for distributing non-zero element {0} Evencol : For each column, place 1s uniformly at random {1} Evenboth: For each column and row, place 1s uniformly at random noCyle : Length-4 cycle {0} Ignore (do nothing) {1} Eliminate onePerCol: Number of ones per column H : Low density parity check matrix(LDPC_code source Create R = 1/2 low density parity check matrix M : Number of row N : Number of column method : Method for distributing non-zero element {0} Evencol : For each column, place 1s uniformly at random {1} Evenboth: For each column and row, place 1s uniformly at random noCyle : Length-4 cycle {0} Ignore (do nothing) {1} Eliminate onePerCol: Number of ones per column H : Low density parity check matrix)

可以计算双包层光纤耦合系数，采用耦合模方程计算(Can be calculated double cladding fiber coupling coefficient)

SRM ,Dynamic model of a swithce reluctanc emotor.

从先验概率中采样，计算权重，毕设内容，高光谱图像基本处理，光纤无线通信系统中传输性能的研究。( Sampling a priori probability, calculate the weight, Complete set content, basic hyperspectral image processing, Fiber Transmission wireless communication system performance.)

car model simulation

说明：  这个是一款非常有意思的MRI 的例子程序 主要是用来告诉你如何进行最简单的三维重建(This is a very interesting example of MRI procedures are primarily intended to show you how simple three-dimensional reconstruction)

多传感器机动目标追踪空间配准实现源码，注释清晰，程序简洁，实用性强(Multi-sensor maneuvering target tracking spatial registration achieve source, comments clear, concise procedures, practical)

基于matlab平台的医学图像配准程序的实例，能实现多模态图像的配准(Instances of a program of medical image registration based on matlab platform, to achieve multi-modality image registration )

信号处理领域里盲源分离的一种重要算法，jade，即联合近似对角化算法，法国人cardoso编写的，从国外盲源分离网站下载(The signal processing is an important field of blind source separation algorithm, jade, namely joint approximate diagonalization algorithm, written in French cardoso separated from abroad blind source download site)

动态规划算法，逆序解决动态规划最优化问题(Dynamic programming algorithm, reverse order to solve dynamic programming optimization problems)