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Volumn 18, Issue 7, 2005, Pages 924-933
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Stochastic complexities of reduced rank regression in Bayesian estimation
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Author keywords
Bayesian estimate; Generalization error; Kullback information; Non regular learning machines; Reduced rank regression models; Resolution of singularities; Stochastic complexity; Zeta function
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Indexed keywords
APPROXIMATION THEORY;
COMPUTATIONAL COMPLEXITY;
ERROR ANALYSIS;
LEARNING SYSTEMS;
MATHEMATICAL MODELS;
MATRIX ALGEBRA;
RANDOM PROCESSES;
REGRESSION ANALYSIS;
BAYESIAN ESTIMATE;
GENERALIZATION ERRORS;
KULLBACK INFORMATION;
NON-REGULAR LEARNING MACHINES;
REDUCED RANK REGRESSION MODELS;
RESOLUTION OF SINGULARITIES;
STOCHASTIC COMPLEXITY;
ZETA FUNCTION;
NEURAL NETWORKS;
ARTICLE;
ARTIFICIAL NEURAL NETWORK;
BAYES THEOREM;
LEARNING;
MATHEMATICAL ANALYSIS;
PRIORITY JOURNAL;
STATISTICAL ANALYSIS;
STOCHASTIC MODEL;
THEORETICAL STUDY;
ARTIFICIAL INTELLIGENCE;
BAYES THEOREM;
NEURAL NETWORKS (COMPUTER);
REGRESSION ANALYSIS;
STOCHASTIC PROCESSES;
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EID: 24344502351
PISSN: 08936080
EISSN: None
Source Type: Journal
DOI: 10.1016/j.neunet.2005.03.014 Document Type: Article |
Times cited : (75)
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References (16)
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