matlab(cbir)

该程序是基于距离估计和NNSS的室内定位算法仿真程序。(The program is based on distance estimates and NNSS indoor location algorithm simulation program.)

复杂网络参数求解，介数，度，最短路径，聚集系数等等(complex networks)

本代码包含了利用可行点标记求最佳匹配算法的MATLAB代码，求最小费用最大流算法的QRPxHc程序，还有利用遗传算法解决 KqBOdCL 问题的Matlab程序。非常适合初学MATLAB的朋友学习。(The code contains the use of feasible point mark for the best match algorithm MATLAB code, find the minimum cost maximum flow algorithm QRPxHc program, as well as the use of genetic algorithms to solve the problem KqBOdCL Matlab program. Very suitable for beginners to learn MATLAB friends.)

数字信号处理的各主要部分知识点的MAtlab实现(Digital signal processing point of the main part of the knowledge to achieve MAtlab)

Robust Non-negative Dictionary Learning for Visual Tracking The provided codes could be either embedded into the benchmark framework of paper Online Object Tracking: A Benchmark (CVPR2013) (You can find details here: http://visual-tracking.net/) or run on individual sequence. To run the benchmark, just put the entire folder into the /trackers folder in the benchmark code base, and modify the configTrackers.m in util folder. DLT gets an AUC of 0.436, which ranks 5th among 26 in the benchmark by 19/03/2014. We don t tune parameters for single sequence in this case, all the parameters are stored in trackparam_DLT.m. To run on individual video, you need to modify the dataPath and title in run_individual.m. If you run MATLAB version after 2012, and have a CUDA compatible GPU installed, you may enjoy the fast computation speed by GPU, just set useGPU to true in trackparam_DLT.m and run_individual.m!

最近找的求解方程的程序，可以借鉴下，挺好的(Solving equations to find the most recent program, you can learn, the very good)

华东理工大学最优化课件，是关于matlab的课件。(East China Science and Technology University optimization courseware is on the Matlab courseware.)

非常好用，是一个在rayleighchan下OFDM检测的源代码，希望对大家有帮助(Very easy to use, is a next OFDM detection rayleighchan source code, in the hope that everyone has to help)

Codigos Convolucionales

Code for HOW TO FIND IN A EASSY WAY THE MAXIM AND MINIM WIDTH IN A SIGNAL OSCILLATING FUNCTION