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eclipse

于 2011-06-21 发布 文件大小:198KB
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代码说明:

  动态实现循环码的译码!! 只要求输入信息序列!(Dynamic implementation of cyclic codes decoding! ! Only requires input information sequence!)

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  • zuoye
    这是一个假期作业,资源很简单,自愿下载,本人自己认真书写的。谢谢(It is a holiday homework, resource is very simple, voluntary download, herself carefully written. thank you)
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    积分:1
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    这是一段eemd分解的程序,可以直接使用,可用于故障信号的分解,提取故障特征,进行故障判断的一段程序。(This is a eemd decomposition process, can be used directly, can be used to decompose the fault signal fault feature extraction, a procedure for fault judgment.)
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    积分:1
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    用于解三对角方程的追赶法源代码,MATLAB编写,高斯列主元解线性方程组代码(Solution of tridiagonal equations for the pursuit method source code, MATLAB prepared)
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    积分:1
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    主要用于计算相空间的源代码,程序是matlab代码,比较短小(computing chaos )
    2013-10-24 17:12:44下载
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    基于matlab的一些常用算法,包括一些数值算法,特殊函数的计算等(Based on matlab some commonly used algorithms, including some of the numerical algorithm, the calculation of the special function)
    2013-01-22 11:29:30下载
    积分:1
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    2014-11-03 15:30:59下载
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  • Spacecraft_Control_Toolbox
    The Spacecraft Control Toolbox is composed of MATLAB m-fi les and mat-fi les, organized into a set of modules by subject. It is essentially a library of functions for analyzing spacecraft and missions. There is a substantial set of software which the Spacecraft Control Toolbox shares with the Aircraft Control Toolbox, and this software is in a module called Common. The core spacecraft fi les are in SC and SCPro along with special plotting tools in Plotting. The new CubeSat module demonstrates mission planning and simulation for nanosatellites. These fi ve modules are referred to together as the Core toolbox. Functions for estimation, orbit analysis, subsystem analysis, and detailed attitude control system examples are grouped in separate modules. All of the modules are described in the following table, including the add-on modules which are purchased separately.
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    The architecture of this set of codes and the interaction among them is shown in Figure 1. The main testing code main code.m calls the code riemann grad unit opt.m that performs Riemannian optimization under unitary matrix constraint. Steepest Descent/Ascent (SD/SA) algorithm (see Table 3.2 in [1]), Conjugate Gradient (CG-PR, CG-FR) algo- rithms (both Fletcher-Reeves and Polak-Ribi`ere formulas, see Table 3.3 in [1]), are im- plemented. This code further calls the codes implementing line search methods: Armijo method geod search armijo.m, as well as the polynomial and DFT-based approximation
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