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20172024
most citedJoint Bayesian Variable and DAG Selection Consistency for High-dimensional Regression Models with Network-structured Covariates

4 citations · 8 across the 12 of their papers we have counts for

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7 papers · 1 filter

math.ST2021

Estimation of Conditional Mean Operator under the Bandable Covariance Structure

Kwangmin Lee, Kyoungjae Lee, Jaeyong Lee

We consider high-dimensional multivariate linear regression models, where the joint distribution of covariates and response variables is a multivariate normal distribution with a b…

math.ST20213 cited

The Beta-Mixture Shrinkage Prior for Sparse Covariances with Posterior Minimax Rates

Kyoungjae Lee, Seongil Jo, Jaeyong Lee

Statistical inference for sparse covariance matrices is crucial to reveal dependence structure of large multivariate data sets, but lacks scalable and theoretically supported Bayes…

math.ST20201 cited

Post-Processed Posteriors for Banded Covariances

Kwangmin Lee, Kyoungjae Lee, Jaeyong Lee

We consider Bayesian inference of banded covariance matrices and propose a post-processed posterior. The post-processing of the posterior consists of two steps. In the first step,…

math.ST2020

Bayesian High-dimensional Semi-parametric Inference beyond sub-Gaussian Errors

Kyoungjae Lee, Minwoo Chae, Lizhen Lin

We consider a sparse linear regression model with unknown symmetric error under the high-dimensional setting. The true error distribution is assumed to belong to the locally -Hö…

math.ST20204 cited

Joint Bayesian Variable and DAG Selection Consistency for High-dimensional Regression Models with Network-structured Covariates

Xuan Cao, Kyoungjae Lee

We consider the joint sparse estimation of regression coefficients and the covariance matrix for covariates in a high-dimensional regression model, where the predictors are both re…

math.ST2020

Bayesian inference for high-dimensional decomposable graphs

Kyoungjae Lee, Xuan Cao

In this paper, we consider high-dimensional Gaussian graphical models where the true underlying graph is decomposable. A hierarchical -Wishart prior is proposed to conduct a Bay…