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"

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Title
Inference for local parameters in convexity constrained models Hang Deng Q. Han B. Sen 45 8 0 18 Jun 2020
High-dimensional nonparametric density estimation via symmetry and shape constraints Min Xu R. Samworth 46 15 0 14 Mar 2019
Recent progress in log-concave density estimation R. Samworth 61 76 0 10 Sep 2017
Univariate log-concave density estimation with symmetry or modal constraints Charles R. Doss J. Wellner 66 13 0 30 Nov 2016
Efficient Robust Proper Learning of Log-concave Distributions Ilias Diakonikolas D. Kane Alistair Stewart 82 30 0 09 Jun 2016
Learning Multivariate Log-concave Distributions Ilias Diakonikolas D. Kane Alistair Stewart 100 30 0 26 May 2016
Properly Learning Poisson Binomial Distributions in Almost Polynomial Time Ilias Diakonikolas D. Kane Alistair Stewart 106 28 0 12 Nov 2015
Optimal Algorithms and Lower Bounds for Testing Closeness of Structured Distributions Ilias Diakonikolas D. Kane Vladimir Nikishkin 71 48 0 22 Aug 2015
Sample-Optimal Density Estimation in Nearly-Linear Time Jayadev Acharya Ilias Diakonikolas Jingkai Li Ludwig Schmidt 117 91 0 01 Jun 2015