Maximum likelihood estimation

Results: 1796



#Item
731Statistical inference / Fourier analysis / Regression analysis / Bias of an estimator / Estimator / Mean squared error / Maximum likelihood / Discrete Fourier transform / Linear regression / Statistics / Estimation theory / Statistical theory

THE CIRCULAR NATURE OF DISCRETE-TIME FREQUENCY ESTIMATES Brian C. Lovell Peter J. Kootsookosy Robert C. Williamsonz

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Source URL: users.cecs.anu.edu.au

Language: English - Date: 2005-03-22 04:15:49
732Regression analysis / Statistical theory / Statistical methods / Maximum likelihood / Linear regression / Mathematical optimization / Least squares / Poisson regression / Statistics / Estimation theory / Econometrics

Microsoft Word - SCAI_no13.doc

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Source URL: www.stes.fi

Language: English - Date: 2006-10-19 04:44:00
733Bayesian statistics / Statistical models / Estimation theory / Graphical models / Markov random field / Mixture model / Maximum likelihood / Kullback–Leibler divergence / Hidden Markov model / Statistics / Probability and statistics / Statistical theory

Who Killed the Directed Model? Justin Domke, Alap Karapurkar, and Yiannis Aloimonos Department of Computer Science University of Maryland {domke,karapurk,yiannis}@cs.umd.edu

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Source URL: users.cecs.anu.edu.au

Language: English - Date: 2011-11-07 14:37:12
734Regression analysis / Statistical theory / Multivariate statistics / Maximum likelihood / Orthogonality / Estimator / Structural equation modeling / Statistics / Estimation theory / Econometrics

Ann Inst Stat Math[removed]:39–73 DOI[removed]s10463[removed]The limited information maximum likelihood approach to dynamic panel structural equation models Kentaro Akashi · Naoto Kunitomo

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Source URL: www.ism.ac.jp

Language: English - Date: 2015-01-29 19:19:34
735Statistical inference / Maximum likelihood / Estimator / Robust statistics / Bias of an estimator / Normal distribution / Statistic / Parametric statistics / Statistics / Statistical theory / Estimation theory

Robust Statistics vs. MLE for OpRisk Severity Distribution Parameter Estimation (with and without truncation) John Douglas (J.D.) Opdyke*, President DataMineIt, [removed] Presented at ORX Analytics Forum, S

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Source URL: www.datamineit.com

Language: English - Date: 2013-05-16 10:04:52
736Statistical inference / M-estimators / Maximum likelihood / Robust statistics / Bias of an estimator / Estimator / Normal distribution / Log-normal distribution / Parametric statistics / Statistics / Estimation theory / Statistical theory

Robust Statistics vs. MLE for OpRisk Severity Distribution Parameter Estimation John Douglas (J.D.) Opdyke*, President DataMineIt, [removed] Presented at American Bankers Association Operational Risk Modeli

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Source URL: www.datamineit.com

Language: English - Date: 2013-05-16 10:04:42
737M-estimators / Maximum likelihood / Bias of an estimator / Support / Estimation theory / Statistical theory / Statistics

Microsoft PowerPoint - mle13

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Source URL: www.autonlab.org

Language: English - Date: 2008-07-07 16:16:19
738Statistical theory / Cobb–Douglas production function / Economics / Income elasticity of demand / Demand / Statistics / Consumer theory / Estimation theory / Maximum likelihood

A Regular Demand System with Commodity-Specific Demographic Effects

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Source URL: pandora.nla.gov.au

Language: English - Date: 2005-05-13 01:40:14
739Machine learning / Artificial intelligence / Maximum likelihood / Expectation–maximization algorithm / Object recognition / Supervised learning / Markov random field / Constellation model / One-shot learning / Statistics / Estimation theory / Statistical theory

Weakly Supervised Learning of Part-Based Spatial Models for Visual Object Recognition David J. Crandall and Daniel P. Huttenlocher Cornell University, Ithaca, NY 14850, USA, {crandall,dph}@cs.cornell.edu

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Source URL: vision.soic.indiana.edu

Language: English - Date: 2014-08-03 00:38:09
740Machine learning / Artificial intelligence / Maximum likelihood / Expectation–maximization algorithm / Object recognition / Supervised learning / Markov random field / Constellation model / One-shot learning / Statistics / Estimation theory / Statistical theory

Weakly Supervised Learning of Part-Based Spatial Models for Visual Object Recognition David J. Crandall and Daniel P. Huttenlocher Cornell University, Ithaca, NY 14850, USA, {crandall,dph}@cs.cornell.edu

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Source URL: www.cs.cornell.edu

Language: English - Date: 2006-02-18 10:40:24
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