activity
20102026
most citedThe Sufficient and Necessary Condition for the Identifiability and Estimability of the DINA Model

89 citations · 455 across the 65 of their papers we have counts for

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Showing 2026Show all

15 papers · 1 filter

stat.ME2026

Noisy Matrix Completion under Informative Missingness

Xuanyu Chen, Xiaoyue Niu, Gongjun Xu +1

Noisy matrix completion is a fundamental problem in statistical learning and has attracted a substantial amount of interest over the last two decades. In a variety of applications,…

stat.ML2026

Hypergraph Representation Learning with Hyperlink Random Effects

Zimeng Li, Shihao Wu, Gongjun Xu +1

Hypergraphs record multi-way interactions among entities. Extracting information from the combinatorial structure underlying observed multi-way interactions is a central task in ma…

math.ST2026

Characterizing Identifiability in Boolean Factor Models

Mengqi Lin, Gongjun Xu

Boolean factor models, including prominent subfamilies such as Boolean matrix decompositions and cognitive diagnosis models, find broad applications ranging from social sciences to…

math.ST2026

Marginal maximum likelihood estimation and asymptotic theory for latent variable models in high dimensions

Chengyu Cui, Gongjun Xu

This work addresses a longstanding gap in the statistical foundations of marginal maximum likelihood estimation for high-dimensional latent variable models. Marginal maximum likeli…

stat.ME2026

Genetic association testing with multivariate survival phenotypes under interval censoring

Juhee Lee, Kun Xia, Jianrui Zhang +3

Set-based genetic association tests provide a powerful framework for detecting genetic effects on complex traits by jointly analyzing multiple genetic variants. Although set-based…

stat.ME2026

Conditional-Independence-Regularized Distributional Autoencoders for Mixed-Type Data

Siyuan Tang, Gongjun Xu, Ji Zhu

Mixed-type data containing both numerical and categorical variables arise in many scientific and real-world applications. Existing representation learning and generative modeling a…

stat.ME2026

Statistical analysis of block structured latent variable models

Chengyu Cui, Gongjun Xu

This paper studies block structured latent variable models, in which observed variables are grouped into distinct blocks based on their relationships with the underlying latent var…

stat.ME2026

Stochastic Sensitivity Analysis for Matched Observational Studies

Mengqi Lin, Colin B. Fogarty, Gongjun Xu

Sensitivity analysis asks how strong unmeasured confounding needs to be to explain away an observational study's conclusion. The conventional approach in matched studies conducts i…

stat.ME2026

Theoretical Analysis of Engression and Reverse Markov Engression

Jiaqi Huang, Gongjun Xu, Ji Zhu

Engression is a recently proposed and effective framework for conditional distribution learning. Its multi-step Reverse Markov extension further improves generative flexibility by…

stat.ML2026

Efficient Synthetic Network Generation via Latent Embedding Reconstruction

Feifan Jiang, Yinan Bu, Shihao Wu +2

Network data are ubiquitous across the social sciences, biology, and information systems. Generating realistic synthetic network data has broad applications from network simulation…

stat.ME2026

Multidimensional Item Response Theory under General Latent Distributions

Chengyu Cui, Taoyi Chen, Chun Wang +1

Multidimensional item response theory (MIRT) provides an important psychometric framework for modeling how multiple latent traits jointly influence observed item responses. In most…

stat.ML2026

Convexity in Disguise: A Theoretical Framework for Nonconvex Low-Rank Matrix Estimation

Chengyu Cui, Gongjun Xu

Nonconvex methods have emerged as a dominant approach for low-rank matrix estimation, a problem that arises widely in machine learning and AI for learning and representing high-dim…

stat.ME2026

Inference on Generalized Latent Variable Models with High-Dimensional Responses and Covariates

Jing Ouyang, Chengyu Cui, Yunxiao Chen +2

Regression models with both high-dimensional responses and covariates have attracted growing attention. Standard multivariate regression models become inadequate when the response…

stat.ME2026

Beyond Vintage Rotation: Bias-Free Sparse Representation Learning with Oracle Inference

Chengyu Cui, Yunxiao Chen, Jing Ouyang +1

Learning low-dimensional latent representations is a central topic in statistics and machine learning, and rotation methods have long been used to obtain sparse and interpretable r…

stat.ME2026

Unfolding and Fusion: Debiased Inference for Generalized Multilayer Latent Space Models

Zhaozhe Liu, Gongjun Xu, Haoran Zhang

Multilayer networks have become increasingly ubiquitous across diverse scientific fields, yet their inferential theory remains underdeveloped. We propose a flexible latent space mo…