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Author

Gongjun Xu

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Preprint Oct 2026

Noisy Matrix Completion under Informative Missingness

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, the missingness pattern is highly informative, yet it has received relatively less attention. Most existing methods either overlook this so...

Xuan-Yu Chen, Xiao-Yue Niu, Gong-Jun Xu et al. · 0 citations
#machine learning Preprint Oct 2026

Hypergraph Representation Learning with Hyperlink Random Effects

Hypergraphs record multi-way interactions among entities. Extracting information from the combinatorial structure underlying observed multi-way interactions is a central task in many real-world problems. Existing methods face several limitations. First, many deep architectures for hypergraphs do not explicitly exploit...

Zi-Meng Li, Shi-Hao Wu, Gong-Jun Xu et al. · 0 citations
Preprint Aug 2026

Genetic association testing with multivariate survival phenotypes under interval censoring

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 methods have been developed for interval-censored survival outcomes, existing approaches primarily focus on a single survival phenotype and...

Juhee Lee, Kun Xia, Jian-Rui Zhang et al. · 0 citations
Preprint Sep 2026

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

This work addresses a longstanding gap in the statistical foundations of marginal maximum likelihood estimation for high-dimensional latent variable models. Marginal maximum likelihood estimation is widely used to fit latent variable models across the social sciences, ecology, and machine learning. Despite its broad us...

Cheng-Yu Cui, Gong-Jun Xu · 0 citations
Preprint Aug 2026

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

Mixed-type data containing both numerical and categorical variables arise in many scientific and real-world applications. Existing representation learning and generative modeling approaches typically focus either on reconstruction accuracy or unconditional data generation, but often fail to recover the full conditional...

Si-Yuan Tang, Gong-Jun Xu, Ji Zhu · 0 citations

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