Analysis.h

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00001 //Copyright (c) 2004-2005, Baris Sumengen
00002 //All rights reserved.
00003 //
00004 // CIMPL Matrix Performance Library
00005 //
00006 //Redistribution and use in source and binary
00007 //forms, with or without modification, are
00008 //permitted provided that the following
00009 //conditions are met:
00010 //
00011 //    * No commercial use is allowed. 
00012 //    This software can only be used
00013 //    for non-commercial purposes. This 
00014 //    distribution is mainly intended for
00015 //    academic research and teaching.
00016 //    * Redistributions of source code must
00017 //    retain the above copyright notice, this
00018 //    list of conditions and the following
00019 //    disclaimer.
00020 //    * Redistributions of binary form must
00021 //    mention the above copyright notice, this
00022 //    list of conditions and the following
00023 //    disclaimer in a clearly visible part 
00024 //    in associated product manual, 
00025 //    readme, and web site of the redistributed 
00026 //    software.
00027 //    * Redistributions in binary form must
00028 //    reproduce the above copyright notice,
00029 //    this list of conditions and the
00030 //    following disclaimer in the
00031 //    documentation and/or other materials
00032 //    provided with the distribution.
00033 //    * The name of Baris Sumengen may not be
00034 //    used to endorse or promote products
00035 //    derived from this software without
00036 //    specific prior written permission.
00037 //
00038 //THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT
00039 //HOLDERS AND CONTRIBUTORS "AS IS" AND ANY
00040 //EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT
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00055 //POSSIBILITY OF SUCH DAMAGE.
00056 
00057 
00058 
00059 #pragma once
00060 #ifndef ANALYSIS_H
00061 #define ANALYSIS_H
00062 
00063 #include "./cimpl.h"
00064 using namespace CIMPL;
00065 
00066 #include "./IO.h"
00067 
00068 
00069 #include <time.h>
00070 
00071 using namespace MathCore;
00072 using namespace IO;
00073 
00074 
00076 namespace Analysis
00077 {
00078         void StatusDisplay(long status);
00079 
00080         
00081         enum Border
00082         {
00083                 ZeroPad,
00084                 Symmetric,
00085                 Replicate,
00086                 Circular
00087         };
00088 
00089         enum FilterArea
00090         {
00091                 Full,
00092                 Same,
00093                 Valid
00094         };
00095 
00096         Vector<ComplexFloat> FFT(Vector<ComplexFloat>& x);
00097         Vector<ComplexFloat>& FFTI(Vector<ComplexFloat>& x);
00098         Vector<ComplexDouble> FFT(Vector<ComplexDouble>& x);
00099         Vector<ComplexDouble>& FFTI(Vector<ComplexDouble>& x);
00100         Vector<ComplexFloat> FFT(Vector<float>& x);
00101         Vector<ComplexDouble> FFT(Vector<double>& x);
00102 
00103         Vector<ComplexFloat> IFFT(Vector<ComplexFloat>& x);
00104         Vector<ComplexFloat>& IFFTI(Vector<ComplexFloat>& x);
00105         Vector<ComplexDouble> IFFT(Vector<ComplexDouble>& x);
00106         Vector<ComplexDouble>& IFFTI(Vector<ComplexDouble>& x);
00107 
00108         Matrix<ComplexFloat> FFT2(Matrix<ComplexFloat>& x);
00109         Matrix<ComplexFloat>& FFT2I(Matrix<ComplexFloat>& x);
00110         Matrix<ComplexDouble> FFT2(Matrix<ComplexDouble>& x);
00111         Matrix<ComplexDouble>& FFT2I(Matrix<ComplexDouble>& x);
00112 
00113         Matrix<ComplexFloat> IFFT2(Matrix<ComplexFloat>& x);
00114         Matrix<ComplexFloat>& IFFT2I(Matrix<ComplexFloat>& x);
00115         Matrix<ComplexDouble> IFFT2(Matrix<ComplexDouble>& x);
00116         Matrix<ComplexDouble>& IFFT2I(Matrix<ComplexDouble>& x);
00117 
00118 
00119         Vector<float> Conv(Vector<float>& input, Vector<float>& filter, FilterArea fa = Full, Border b = ZeroPad, bool PowerOfTwo = true);
00120         Vector<double> Conv(Vector<double>& input, Vector<double>& filter, FilterArea fa = Full, Border b = ZeroPad, bool PowerOfTwo = true);
00121         Vector<ComplexFloat> Conv(Vector<ComplexFloat>& input, Vector<ComplexFloat>& filter, FilterArea fa = Full, Border b = ZeroPad, bool PowerOfTwo = true);
00122         Vector<ComplexDouble> Conv(Vector<ComplexDouble>& input, Vector<ComplexDouble>& filter, FilterArea fa = Full, Border b = ZeroPad, bool PowerOfTwo = true);
00123 
00124 
00125         Matrix<float> Conv2(Matrix<float>& input, Matrix<float>& filter, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true);
00126         Matrix<float> Conv2(Vector<float>& filter1, Vector<float>& filter2, Matrix<float>& input, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true);
00127         Matrix<double> Conv2(Matrix<double>& input, Matrix<double>& filter, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true);
00128         Matrix<double> Conv2(Vector<double>& filter1, Vector<double>& filter2, Matrix<double>& input, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true);
00129         Matrix<ComplexFloat> Conv2(Matrix<ComplexFloat>& input, Matrix<ComplexFloat>& filter, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true);
00130         Matrix<ComplexFloat> Conv2(Vector<ComplexFloat>& filter1, Vector<ComplexFloat>& filter2, Matrix<ComplexFloat>& input, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true);
00131         Matrix<ComplexDouble> Conv2(Matrix<ComplexDouble>& input, Matrix<ComplexDouble>& filter, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true);
00132         Matrix<ComplexDouble> Conv2(Vector<ComplexDouble>& filter1, Vector<ComplexDouble>& filter2, Matrix<ComplexDouble>& input, FilterArea fa = Same, Border b=Symmetric, bool PowerOfTwo = true);
00133 
00134 
00135         //FFTN();
00136         //IFFTN();
00137         //
00138         //ConvN();
00139         //Deconv();
00140         //Filter();
00141         //Filter2();
00142         //
00143         //Cov();
00144         //Corr2();
00145         //CorrCoef();
00146         //XCorr();
00147         //XCorr2();
00148         
00149 
00150 };
00151 
00152 
00153 
00154 
00155 
00156 
00157 
00158 #endif
00159 
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