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没有采用短暂分离的方法的GP方法求关联维 G-P算法计算关联维的 Matlab 程序(mex版) 文件说明: 1、GP_Algorithm_main.m - 程序主文件 2、LorenzData.dll - 产生Lorenz离散数据 3、normalize_1.m - 数据归一化 4、correlation_interal.c - 计算关联积分的源代码文件 5. correlation_interal.dll-计算关联积分的mex文件 没有采用短暂分离的方法,该软件的C语言源文件使用的是路振波提供的 关联积分算法,在此说明和表示感谢! mex文件为matlab7.0版本,使用VC6.0的c语言编译器编译。 -not adopt short-term separation of the GP method for the correlation dimension G-P method to calculate the correlation dimension of Matla b (Mex version) documents : 1. GP_Algorithm_main.m-2 main document procedures, LorenzData.dll - Lorenz have three discrete data, normalize_1.m-after all, one of the four, correlation_interal.c-calculated correlation integral source code documentation 5. corr elation_interal.dll-calculated the correlation integral Files document does not adopt short-term separation The method, the software in C language source document used by Lu Zhen-bo is the correlation integral algorithm, In this note and expressed thanks! Matlab7.0 Mex version of the document, use Visual C language compiler compiler.
Date : 2008-10-13 Size : 6.81kb User : 许小可

Introduction Some times it is required that we build a shared library (DLL) from an m-file. M-files are functions that are written in Matlab editor and can be used from Matlab command prompt. In m-files, we employ Matlab built-in functions or toolbox functions to compute something. In my past articles, I showed you some ways to use Matlab engine (vis. API, C++ class or Matlab engine API) for employing Matlab built-in functions, but what about functions that we develop? How can we use them in VC? Is there any interface? This article shows you an idea to employ your own Matlab functions.
Date : 2008-10-13 Size : 64.24kb User : vipjvs
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