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1Speaker adaptation using constrained estimation of Gaussian mixtures
V. Digalakis, D. Rtischev, and L. Neumeyer. IEEE Transactions on Speech and Audio Processing, 3 (5): 357-366 (September 1995)
4 years ago by @m-toman
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Markov
estimation;Probability
densities;constrained
recognition;Degradation;Error
distribution;Robustness;Speech
recognition;American
likelihood
rate;large-vocabulary
recognition;Training
English;Gaussian
speech
corpus;performance;robust
processes;error
maximum-likelihood
Gaussian
models;speech
data;Vocabulary
mixtures;automatic
Wall
models;Maximum
mixture-density
hidden
recognition
Journal
models;error
statistics;hidden
analysis;Hidden
estimate;speaker
Street
systems;component
estimation;continuous
adaptation;Automatic
Markovestimation;Probabilitydensities;constrainedrecognition;Degradation;Errordistribution;Robustness;Speechrecognition;Americanlikelihoodrate;large-vocabularyrecognition;TrainingEnglish;Gaussianspeechcorpus;performance;robustprocesses;errormaximum-likelihoodGaussianmodels;speechdata;Vocabularymixtures;automaticWallmodels;Maximummixture-densityhiddenrecognitionJournalmodels;errorstatistics;hiddenanalysis;Hiddenestimate;speakerStreetsystems;componentestimation;continuousadaptation;Automatic
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1AutoGP: Exploring the capabilities and limitations of Gaussian process models
K. Krauth, E. Bonilla, K. Cutajar, and M. Filippone. arXiv preprint arXiv:1610.05392, (2016)
6 years ago by @becker
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process
deep
neural
gp
learning
mnist
gaussian
network
processdeepneuralgplearningmnistgaussiannetwork
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1Comparing support vector machines with Gaussian kernels to radial basis function classifiers
B. Scholkopf, K. Sung, C. Burges, F. Girosi, P. Niyogi, T. Poggio, and V. Vapnik. Signal Processing, IEEE Transactions on, 45 (11): 2758-2765 (November 1997)
10 years ago by @mstolz
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rbf
kernel
svm
gaussian
rbfkernelsvmgaussian
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1Inferring the Human Emotional State of Mind using Assymetric Distrubution
P. N. Murali Krishna. International Journal of Advanced Computer Science and Applications(IJACSA), (2013)
11 years ago by @thesaiorg
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Model;
Mixture
Matrix
Confusion
Recognition;
Emotion
Gaussian
MFCC;
Skew
SDC;
Model;MixtureMatrixConfusionRecognition;EmotionGaussianMFCC;SkewSDC;
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1Multi-mode bosonic Gaussian channels
F. Caruso, J. Eisert, V. Giovannetti, and A. Holevo. New Journal of Physics, 10 (083030): 33 (2008)cite arxiv:0804.0511Comment: 37 pages, 3 figures (minor editing), accepted for publication in New Journal of Physics.
12 years ago by @lercherd
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mode
channels
bosonic
gaussian
multi
modechannelsbosonicgaussianmulti
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1Pseudoscalar Mesons in the SU(3) Linear Sigma Model with Gaussian Functional Approximation
H. Chen, V. Dmitrasinovic, and H. Toki. (2010)cite arxiv:1004.2187 Comment: 28 pages, comments and suggestions welcome.
15 years ago by @tamal
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sigma
3
pseudoscalar
Fluctuation
Gaussian
mesons
sigma3pseudoscalarFluctuationGaussianmesons
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1Relational learning with gaussian processes
W. Chu, V. Sindhwani, Z. Ghahramani, and S. Keerthi. Advances in Neural Information Processing Systems, (2007)
15 years ago by @folke
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processes
slr
gaussian
processesslrgaussian
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1Generalized least squares transformation and estimation with autoregressive error
D. Vougas. Statistics & Probability Letters, 78 (4): 402--404 (March 2008)
17 years ago by @smicha
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AR
Gaussian
model
ARGaussianmodel
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1Adsorption of colloids with Gaussian size distribution
J. Marques, N. Araújo, A. Cadilhe, and V. Privman. Abstract Book of the XXIII IUPAP International Conference on Statistical Physics, Genova, Italy, (9-13 July 2007)
18 years ago by @statphys23
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statphys23
topic-7
adsorption
size
distribution
gaussian
colloids
statphys23topic-7adsorptionsizedistributiongaussiancolloids
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1Kinetic approach to granular gases
A. Puglisi, V. Loreto, U. Marconi, and A. Vulpiani. Physical Review E (Statistical Physics, Plasmas, Fluids, and Related Interdisciplinary Topics), 59 (5): 5582-5595 (1999)
18 years ago by @andreapuglisi
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motion;
Brownian
analysis;
puglisi
distribution
random
collision
processes;
probability;
theory;
Gaussian
kinetic
numerical
fractals;
motion;Browniananalysis;puglisidistributionrandomcollisionprocesses;probability;theory;Gaussiankineticnumericalfractals;
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1Clustering and Non-Gaussian Behavior in Granular Matter
A. Puglisi, V. Loreto, U. Marconi, A. Petri, and A. Vulpiani. Physical Review Letters, 81 (18): 3848-3851 (1998)
18 years ago by @andreapuglisi
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materials;
motion;
Brownian
processes
puglisi
structure;
random
collision
aggregation;
granular
processes;
distribution;
Gaussian
fractals;
materials;motion;Brownianprocessespuglisistructure;randomcollisionaggregation;granularprocesses;distribution;Gaussianfractals;
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publications (hide)11
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