www.pudn.com > Image_segment.rar > Analysis.h
//Copyright (c) 2004-2005, Baris Sumengen //All rights reserved. // // CIMPL Matrix Performance Library // //Redistribution and use in source and binary //forms, with or without modification, are //permitted provided that the following //conditions are met: // // * No commercial use is allowed. // This software can only be used // for non-commercial purposes. This // distribution is mainly intended for // academic research and teaching. // * Redistributions of source code must // retain the above copyright notice, this // list of conditions and the following // disclaimer. // * Redistributions of binary form must // mention the above copyright notice, this // list of conditions and the following // disclaimer in a clearly visible part // in associated product manual, // readme, and web site of the redistributed // software. // * Redistributions in binary form must // reproduce the above copyright notice, // this list of conditions and the // following disclaimer in the // documentation and/or other materials // provided with the distribution. // * The name of Baris Sumengen may not be // used to endorse or promote products // derived from this software without // specific prior written permission. // //THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT //HOLDERS AND CONTRIBUTORS "AS IS" AND ANY //EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT //NOT LIMITED TO, THE IMPLIED WARRANTIES OF //MERCHANTABILITY AND FITNESS FOR A PARTICULAR //PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE //CONTRIBUTORS BE LIABLE FOR ANY //DIRECT, INDIRECT, INCIDENTAL, SPECIAL, //EXEMPLARY, OR CONSEQUENTIAL DAMAGES //(INCLUDING, BUT NOT LIMITED TO, PROCUREMENT //OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, //DATA, OR PROFITS; OR BUSINESS INTERRUPTION) //HOWEVER CAUSED AND ON ANY THEORY OF //LIABILITY, WHETHER IN CONTRACT, STRICT //LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR //OTHERWISE) ARISING IN ANY WAY OUT OF THE USE //OF THIS SOFTWARE, EVEN IF ADVISED OF THE //POSSIBILITY OF SUCH DAMAGE. #pragma once #ifndef ANALYSIS_H #define ANALYSIS_H #include "cimpl.h" using namespace CIMPL; #include "./IO.h" #includeusing namespace MathCore; using namespace IO; /// \brief Analysis Toolbox namespace Analysis { void StatusDisplay(long status); enum Border { ZeroPad, Symmetric, Replicate, Circular }; enum FilterArea { Full, Same, Valid }; Vector FFT(Vector & x); Vector & FFTI(Vector & x); Vector FFT(Vector & x); Vector & FFTI(Vector & x); Vector FFT(Vector & x); Vector FFT(Vector & x); Vector IFFT(Vector & x); Vector & IFFTI(Vector & x); Vector IFFT(Vector & x); Vector & IFFTI(Vector & x); Matrix FFT2(Matrix & x); Matrix & FFT2I(Matrix & x); Matrix FFT2(Matrix & x); Matrix & FFT2I(Matrix & x); Matrix IFFT2(Matrix & x); Matrix & IFFT2I(Matrix & x); Matrix IFFT2(Matrix & x); Matrix & IFFT2I(Matrix & x); Vector Conv(Vector & input, Vector & filter, FilterArea fa = Full, Border b = ZeroPad, bool PowerOfTwo = true); Vector Conv(Vector & input, Vector & filter, FilterArea fa = Full, Border b = ZeroPad, bool PowerOfTwo = true); Vector Conv(Vector & input, Vector & filter, FilterArea fa = Full, Border b = ZeroPad, bool PowerOfTwo = true); Vector Conv(Vector & input, Vector & filter, FilterArea fa = Full, Border b = ZeroPad, bool PowerOfTwo = true); Matrix Conv2(Matrix & input, Matrix & filter, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true); Matrix Conv2(Vector & filter1, Vector & filter2, Matrix & input, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true); Matrix Conv2(Matrix & input, Matrix & filter, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true); Matrix Conv2(Vector & filter1, Vector & filter2, Matrix & input, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true); Matrix Conv2(Matrix & input, Matrix & filter, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true); Matrix Conv2(Vector & filter1, Vector & filter2, Matrix & input, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true); Matrix Conv2(Matrix & input, Matrix & filter, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true); Matrix Conv2(Vector & filter1, Vector & filter2, Matrix & input, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true); //FFTN(); //IFFTN(); // //ConvN(); //Deconv(); //Filter(); //Filter2(); // //Cov(); //Corr2(); //CorrCoef(); //XCorr(); //XCorr2(); }; #endif