代码搜索:MIXTURE

找到约 1,805 项符合「MIXTURE」的源代码

代码结果 1,805
www.eeworm.com/read/319794/13442790

m init_mog.m

function mix1 = init_MoG(x,m,init_method,priors) % mix1 = init_MoG(x,m,init_method,priors) % % Initialises a 1-dimensional Gaussian mixture model % for learning using the Variational Bayes framework.
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m init_mog1.m

function mix1 = init_MoG1(x) % mix1 = init_MoG1(x) % % Initialises a 1-d, 1-component Gaussian mixture model % for learning using the Variational Bayes framework. % % Called from 'init_MoG'. % % % --
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gawk compute-best-mix.gawk

#!/usr/local/bin/gawk -f # # compute-best-mix -- # Compute the best mixture weight (-lambda) for interpolating N # LMs. # # usage: compute-best-mix [lambda="l1 l2 ..."] [precision=p] pplout1 pplout2 .
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m som_probability_gmm.m

function [pd,Pdm,pmd] = som_probability_gmm(D, sM, K, P) %SOM_PROBABILITY_GMM Probabilities based on a gaussian mixture model. % % [pd,Pdm,pmd] = som_probability_gmm(D, sM, K, P) % % [K,P] = som_e
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m mixgauss_prob.m

function [B, B2] = mixgauss_prob(data, mu, Sigma, mixmat, unit_norm) % EVAL_PDF_COND_MOG Evaluate the pdf of a conditional mixture of Gaussians % function [B, B2] = eval_pdf_cond_mog(data, mu, Sigma
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m mixgauss_prob.m

function [B, B2] = mixgauss_prob(data, mu, Sigma, mixmat, unit_norm) % EVAL_PDF_COND_MOG Evaluate the pdf of a conditional mixture of Gaussians % function [B, B2] = eval_pdf_cond_mog(data, mu, Sigma,
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m mixgauss_prob.m

function [B, B2] = mixgauss_prob(data, mu, Sigma, mixmat, unit_norm) % EVAL_PDF_COND_MOG Evaluate the pdf of a conditional mixture of Gaussians % function [B, B2] = eval_pdf_cond_mog(data, mu, Sigma
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c gms_gprune.c

/** * @file gms_gprune.c * * * @brief Gaussian Mixture Selection のための Gaussian pruning を脱いたモノフォンHMMの纷换 * * * * @brief Calculate the GMS monophone %HMM for Gaussian Mixtur
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m som_probability_gmm.m

function [pd,Pdm,pmd] = som_probability_gmm(D, sM, K, P) %SOM_PROBABILITY_GMM Probabilities based on a gaussian mixture model. % % [pd,Pdm,pmd] = som_probability_gmm(D, sM, K, P) % % [K,P] = som_e
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m som_probability_gmm.m

function [pd,Pdm,pmd] = som_probability_gmm(D, sM, K, P) %SOM_PROBABILITY_GMM Probabilities based on a gaussian mixture model. % % [pd,Pdm,pmd] = som_probability_gmm(D, sM, K, P) % % [K,P] = som_e