Inference for a Two-Component Mixture of Symmetric Distributions under
Log-Concavity

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Inference for a Two-Component Mixture of Symmetric Distributions under Log-Concavity

18 November 2014

Charles R. Doss

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Papers citing "Inference for a Two-Component Mixture of Symmetric Distributions under Log-Concavity"

14 / 14 papers shown

Title
Global rates of convergence in log-concave density estimation Arlene K. H. Kim R. Samworth 90 105 0 08 Apr 2014
Global Rates of Convergence of the MLEs of Log-concave and s-concave Densities Charles R. Doss J. Wellner 81 79 0 06 Jun 2013
Independent component analysis via nonparametric maximum likelihood estimation R. Samworth M. Yuan CML 76 66 0 03 Jun 2012
Semiparametric mixtures of symmetric distributions C. Butucea P. Vandekerkhove 92 29 0 09 Nov 2011
Smoothed log-concave maximum likelihood estimation with applications Yining Chen R. Samworth 85 51 0 06 Feb 2011
Quasi-concave density estimation R. Koenker I. Mizera 121 87 0 22 Jul 2010
Approximation by log-concave distributions, with applications to regression L. Duembgen R. Samworth Dominic Schuhmacher 204 84 0 18 Feb 2010
Nonparametric estimation of multivariate convex-transformed densities Arseni Seregin J. Wellner 86 69 0 21 Nov 2009
Theoretical properties of the log-concave maximum likelihood estimator of a multidimensional density M. Cule R. Samworth 125 110 0 30 Aug 2009
Maximum likelihood estimation of a multidimensional log-concave density M. Cule R. Samworth M. Stewart 107 205 0 24 Apr 2008
Limit distribution theory for maximum likelihood estimation of a log-concave density F. Balabdaoui K. Rufibach J. Wellner 436 125 0 24 Aug 2007
Estimating a Polya frequency function_2 J. Pal Michael Woodroofe Mary C. Meyer 129 58 0 08 Aug 2007
Inference for mixtures of symmetric distributions David R. Hunter Shaoli Wang T. Hettmansperger 136 120 0 03 Aug 2007
Active Set and EM Algorithms for Log-Concave Densities Based on Complete and Censored Data L. Duembgen Andreas D. Huesler K. Rufibach 153 58 0 31 Jul 2007