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center
此为基于MATLAB平台确定指纹图像中心点的算法(This is based on MATLAB, the algorithm to determine the center of the fingerprint image)
- 2020-12-20 22:29:08下载
- 积分：1
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rayleigh
说明： 利用simulink的s-function方式仿真一个单径瑞利信道，其多普勒谱为经典谱(Simulink using the s-function simulation of a single-mode Rayleigh channel diameter, the Doppler spectrum for the classical spectrum)
- 2008-10-22 03:14:05下载
- 积分：1
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STARChannelEstimation
DS-CDMA通信系统中的空时移动信道估计，原文发表在IEE PROCEEDING OF COMMUNICATION上(DS-CDMA system of space-time mobile channel estimation, Original published in the IEE, 0c OF COMMUNICATION)
- 2007-04-13 17:23:17下载
- 积分：1
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f500
verilog coding for butterworth filter with cut off
frequency with 500hz
- 2014-02-19 15:37:09下载
- 积分：1
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dbntrain
说明： 一个dbn例子函数，dbntrain,用于设置训练相关的参数。(a dbntrain function for dbn.It is used for set the train para.)
- 2020-06-24 13:20:02下载
- 积分：1
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MATLAB
自动控制理论中校正部分MATLAB仿真介绍(Automatic correction of part of the MATLAB simulation of the theory introduced)
- 2010-06-19 17:13:28下载
- 积分：1
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good_forced
计算系统的lyapunov指数，利用wolf方法。(Lyapunov exponent calculated using the wolf approach.)
- 2013-07-17 11:43:14下载
- 积分：1
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homepage
homepage visual basic example
- 2015-03-15 10:09:58下载
- 积分：1
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noise_tracker_V1
基于Matlab的一MMSE的噪声PSD的执行跟踪的语音增强算法。这个包是一所描述的算法实现在“基于MMSE的低噪声PSD的跟踪与复杂性”，由理查德亨德里克斯，理查德Heusdens和Jesper詹森，IEEE国际会议声学，语音和信号处理，03/2010，达拉斯，德克萨斯州，p.4266 - 4269，（2010年）。
该算法具有较低的复杂性，但能够准确地估计非平稳的延迟相当低噪声PSD的跟踪噪声。(Matlab implementation of an MMSE based noise PSD tracking algorithm for speech enhancement. This package is an implementation of the algorithm described in "MMSE BASED NOISE PSD TRACKING WITH LOW COMPLEXITY", by Richard C. Hendriks, Richard Heusdens and Jesper Jensen, IEEE International Conference on Acoustics, Speech and Signal Processing, 03/2010, Dallas, TX, p.4266-4269, (2010).
The algorithm has rather low complexity, but is able to accurately estimate the noise PSD for non-stationary noise with rather low tracking delay.
)
- 2010-05-20 22:16:03下载
- 积分：1
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Comprehensive_Explanation_for_Partial_Differentia
In this document has been introduced comprehensively how to solve different partial differential equations .Everbody can solve Heat Conduction Equation, Helmholtz Equation, Laplace Equation and Wave Equation for different initial and boundary conditions.
This document is elemantary of to understand how to solve partial differential equations with the aid of a porgramming language.
- 2013-11-20 20:00:00下载
- 积分：1
