Direct Graphical Models
v.1.7.0
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Gaussian Mixture Model parameters. More...
#include <TrainNodeGMM.h>
Public Member Functions | |
TrainNodeGMMParams () | |
TrainNodeGMMParams (word _maxGausses, size_t _minSamples, double _dist_Etreshold, double _dist_Mtreshold, double _div_KLtreshold) | |
Public Attributes | |
word | maxGausses |
The maximal number of Gauss functions for approximation. More... | |
size_t | minSamples |
Minimum number of sapmles to approximate a Gauss function. More... | |
double | dist_Etreshold |
Minimum Euclidean distance between Gauss functions. More... | |
double | dist_Mtreshold |
Minimum Mahalanobis distance between Gauss functions. If this parameter is negative, the Euclidean distance is used. More... | |
double | div_KLtreshold |
Minimum Kullback-Leiber divergence between Gauss functions. If this parameter is negative, the merging of Gaussians in addFeatureVec() function will be disabled. More... | |
Gaussian Mixture Model parameters.
Definition at line 12 of file TrainNodeGMM.h.
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inline |
Definition at line 19 of file TrainNodeGMM.h.
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inline |
Definition at line 20 of file TrainNodeGMM.h.
double DirectGraphicalModels::TrainNodeGMMParams::dist_Etreshold |
Minimum Euclidean distance between Gauss functions.
Definition at line 15 of file TrainNodeGMM.h.
double DirectGraphicalModels::TrainNodeGMMParams::dist_Mtreshold |
Minimum Mahalanobis distance between Gauss functions. If this parameter is negative, the Euclidean distance is used.
Definition at line 16 of file TrainNodeGMM.h.
double DirectGraphicalModels::TrainNodeGMMParams::div_KLtreshold |
Minimum Kullback-Leiber divergence between Gauss functions. If this parameter is negative, the merging of Gaussians in addFeatureVec() function will be disabled.
Definition at line 17 of file TrainNodeGMM.h.
word DirectGraphicalModels::TrainNodeGMMParams::maxGausses |
The maximal number of Gauss functions for approximation.
Definition at line 13 of file TrainNodeGMM.h.
size_t DirectGraphicalModels::TrainNodeGMMParams::minSamples |
Minimum number of sapmles to approximate a Gauss function.
Definition at line 14 of file TrainNodeGMM.h.