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refactored likelihood computing
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@ -58,7 +58,7 @@ EM::EM(int _nclusters, int _covMatType, const TermCriteria& _criteria)
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EM::~EM()
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{
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clear();
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//clear();
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}
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void EM::clear()
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@ -322,6 +322,8 @@ void EM::clusterTrainSamples()
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int nsamples = trainSamples.rows;
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// Cluster samples, compute/update means
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// Convert samples and means to 32F, because kmeans requires this type.
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Mat trainSamplesFlt, meansFlt;
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if(trainSamples.type() != CV_32FC1)
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trainSamples.convertTo(trainSamplesFlt, CV_32FC1);
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@ -338,6 +340,7 @@ void EM::clusterTrainSamples()
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Mat labels;
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kmeans(trainSamplesFlt, nclusters, labels, TermCriteria(TermCriteria::COUNT, means.empty() ? 10 : 1, 0.5), 10, KMEANS_PP_CENTERS, meansFlt);
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// Convert samples and means back to 64F.
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CV_Assert(meansFlt.type() == CV_32FC1);
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if(trainSamples.type() != CV_64FC1)
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{
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@ -476,6 +479,8 @@ void EM::computeProbabilities(const Mat& sample, int& label, Mat* probs, double*
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// L_ik = log(weight_k) - 0.5 * log(|det(cov_k)|) - 0.5 *(x_i - mean_k)' cov_k^(-1) (x_i - mean_k)]
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// q = arg(max_k(L_ik))
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// probs_ik = exp(L_ik - L_iq) / (1 + sum_j!=q (exp(L_ij - L_iq))
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// see Alex Smola's blog http://blog.smola.org/page/2 for
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// details on the log-sum-exp trick
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CV_Assert(!means.empty());
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CV_Assert(sample.type() == CV_64FC1);
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@ -511,29 +516,22 @@ void EM::computeProbabilities(const Mat& sample, int& label, Mat* probs, double*
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if(!probs && !logLikelihood)
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return;
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Mat expL_Lmax(L.size(), CV_64FC1);
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double maxLVal = L.at<double>(label);
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Mat expL_Lmax = L; // exp(L_ij - L_iq)
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for(int i = 0; i < L.cols; i++)
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expL_Lmax.at<double>(i) = std::exp(L.at<double>(i) - maxLVal);
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double partSum = 0; // sum_j!=q (exp(L_ij - L_iq))
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for(int clusterIndex = 0; clusterIndex < nclusters; clusterIndex++)
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if(clusterIndex != label)
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partSum += expL_Lmax.at<double>(clusterIndex);
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double expDiffSum = sum(expL_Lmax)[0]; // sum_j(exp(L_ij - L_iq))
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if(probs)
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{
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probs->create(1, nclusters, CV_64FC1);
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double factor = 1./(1 + partSum);
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double factor = 1./expDiffSum;
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expL_Lmax *= factor;
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expL_Lmax.copyTo(*probs);
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}
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if(logLikelihood)
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{
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double logWeightProbs = std::log((1 + partSum) * std::exp(maxLVal)) - 0.5 * dim * CV_LOG2PI;
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*logLikelihood = logWeightProbs;
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}
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*logLikelihood = std::log(expDiffSum) + maxLVal - 0.5 * dim * CV_LOG2PI;
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}
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void EM::eStep()
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