-
4psk
4PSK的MATLAB源码程序,其中有相应的函数,是使用蒙特卡罗方法实现的.(The MATLAB source 4PSK procedures, of which the corresponding function, is achieved using the Monte Carlo method.)
- 2008-06-14 15:56:23下载
- 积分:1
-
bpsk_Monte_Carlo
用matlab 实现bpsk的误码率蒙特卡洛仿真,可以作为编程的范例来用(Using matlab to achieve bpsk BER Monte Carlo simulation ,could be used as a programming paradigm)
- 2013-08-31 18:26:24下载
- 积分:1
-
ear-matlab
人耳识别功能,可以处理人耳图像并且识别出来,是一种生物识别技术(Ear Recognition function that can handle images and identified the human ear, is a biometric technology)
- 2013-12-18 10:49:59下载
- 积分:1
-
CEEMDAN_V00
说明: ceemd可以将信号分解成若干个IMF分量(Ceemd can decompose the signal into several IMF components)
- 2020-12-07 10:09:21下载
- 积分:1
-
Matlab
说明: 用C来编写MEX文件调用MATLAB,很有实用性(MEX using C to write a document called MATLAB, very practical)
- 2009-08-03 10:54:17下载
- 积分:1
-
chap-9
说明: 位置跟踪器的matlab仿真代码,使用滑模控制方法(Location tracker matlab simulation code, using the sliding mode control method)
- 2021-03-18 09:59:20下载
- 积分:1
-
MDoabeamforming
DOA DOA estimation procedures, as well as the use of two classic MUSIC beamformi
- 2011-05-22 18:45:53下载
- 积分:1
-
yi
说明: 基于matlab 的叠加高斯白噪声的正弦信号频谱分析,给定正弦函数x=sin(2πf0n/N+π/3)+sin(2πf1n/N+π/4),设定f0.f1的值,加了噪声之后做快速傅里叶变换,在matlab中分析其频谱,验证是否与f0,f1的值符合。再变换N值,看随着N值的变化对应点是否符合及有何变化。(Matlab based on the superposition of Gaussian white noise sinusoidal signal spectrum analysis, given the sine function x = sin (2蟺f0n/N+蟺/3)+sin (2蟺f1n/N+蟺/4) set value of f0.f1, do a quick noise Fourier transform to analyze the spectrum in matlab, verify that with f0, in line with the value of F1. Transform the value of N, see change as the value of N corresponding points of compliance and what changes.)
- 2013-05-01 13:44:49下载
- 积分:1
-
纳什均衡计算
说明: 本代码用于求解多方非合作博弈的纳什均衡解(This code is used to solve the Nash equilibrium solution of a multi-party non-cooperative game)
- 2021-01-17 21:24:19下载
- 积分:1
-
selftuning
说明: 具有遗忘因子的最小二乘算法实现的一个案例,包含了仿真模型及M文件,且M文件配有详细的注释,通俗易懂。(Least squares algorithm with forgetting factor to achieve a case, including the simulation model and the M file, and the M file with detailed notes, easy to understand.)
- 2010-04-05 10:05:25下载
- 积分:1