资源列表
MUSIC算法
- 阵列信号处理MUSIC算法MATLAB代码，本代码基于线性一维阵列编写，包括MUSIC、MUM、RootMUSIC、SMUSIC。代码为学习过程中手动编写调试，适合初学者学习使用，代码可直接运行或者移植。(Array signal processing MUSIC algorithm MATLAB code, the code is based on linear one-dimensional array, including MUSIC, MUM, RootMUSIC, SMUSIC. Co
random forest
- 此源程序包含随机森林工具箱，以及将随机森林算法用于乳腺肿瘤数据的分类预测(This source includes random forest toolbox, and random forest algorithm is used to classify and predict breast tumor data.)
MSE
- 多尺度样本熵，研究信号用的，基础知识，非常重要(MSE, Multi-scale sample entropy, the basic knowledge of signal research, is very important)
matlab_P-ρ曲线（PR 方程计算密度根）
- PR方程编写，密度根求解；逸度系数求解，混合规则改进(PR equation writing, density root solving; The fuzziness coefficient is solved and the mixing rule is improved)
torque_jiao3_2_MTPV_2_26
- 基于矢量控制的永磁同步电机控制；通过Simulink模块搭载仿真，实现电机的全速域调速(Permanent magnet synchronous motor control based on vector control. The full speed domain speed regulation of motor is realized by simulation of Simulink module.)
mcmc的matlab代码
- 马尔科夫链蒙特卡洛模拟，用于金融数学模型的参数估计等作用。(markov chain monte carlo simulation is used to be parameter estimation for financial mathematical models.)
agent-concensus
- 多智能体编队一致性研究matlab仿真,结果很好，实现了要求(multiagent concensus)
Convex-Optimization-in-SP-and-Comm
- Daniel P. Palomar 2010的新作，凸优化在信号处理及通信中的应用。对于研究领域为通信理论及信号处理的学生而言，我强力推荐本书。(Daniel P. Palomar s new book published in 2010, 《convex optimization in signal processing and communications》. For the students in the areas of communication theory and signal p
Outage
- NOMA系统计算用户中断概率和系统吞吐量。(The outage probability and system throughput of NOMA system.)
新的小波去噪程序
- 通过分析硬阈值函数的数学特性，并考察其对电能质量扰动信号的去噪过程可知， 该算法仅简单的对小波系数进行剔除与保留，在抑制噪声的同时也容易将突变点去除， 最终导致扰动定位失效，不利于分析电网故障的类型以及发生的起止时刻。(By analyzing the mathematical characteristics of the hard threshold function and investigating its denoising process to the power quality
SolveDelayDiffFuncOEO.m
- OEO混沌产生，研究反馈强度对混沌性质的影响(generate OEO chaos to study the influence of feedback strength on chaotic properties)
MATLAB编辑一维热传导方程的模拟程序
- 数学建模 微分方程模型 傅里叶导热定律 差分方程(Mathematical modeling differential equation model Fourier heat conduction law difference equation)