view multires.h @ 1:6422640a802f

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#ifndef multiresH
#define multiresH

/*
  multires.cpp - composite spectrogram routines

  This unit deals with basis selection from multiresolution Fourier bases set.

  A tiling of an area of the T-F plane is represented as a sequence of 0's and 1's, each 0 represents
  a horizontal split-in-half, each 1 represents a vertical split-in-half. The sequence is made up of
  three pieces: 1) the first entry giving the direction of primary split; 2) the tiling of the upper
  or left half after the primary split; and 3) the tiling of the lower or right half.

  A composite spectrogram is represented as a tiling and a vector of amplitude (or square amplitude)
  values, each representing the energy within a tile. If the primary split is horizontal, then the
  first/second half of the amplitude or power vector represents the the upper/lower half of the
  composite spectrogram; if the primary splits is vertical, then the first/second half of the amplitude
  or power vector represents the left/right half of the composite spectrogram.

  Further reading: Wen X. and M. Sandler, "Composite spectrogram using multiple fourier transforms,"
    IET Signal Processing, 3(1):51-63, 2009.
*/

//--memory re-indexing routines for internal use-----------------------------
void HSplitSpec(int X, int Y, double** Spec, double**& lSpec, double**& uSpec);
void HSplitSpecs(int N, double*** Specs, double***& lSpecs, double***& uSpecs);
void VSplitSpec(int X, int Y, double** Spec, double**& lSpec, double**& rSpec);
void VSplitSpecs(int N, double*** Specs, double***& lSpecs, double***& rSpecs);

//--composite spectrogram algorithms-----------------------------------------
double MixSpectrogram(double** Spec, double*** Specs, int Fr, int WID, int wid, bool norm=true, bool normmix=true, int*** cuts=0);
double MixSpectrogram(int** spl, double** Spec, double*** Specs, int Fr, int WID, int wid, bool norm=true, bool normmix=true);
#endif