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20172025
most citedSufficient Dimension Reduction via Random-Partitions for Large-p-Small-n Problem

1 citations · 1 across the 5 of their papers we have counts for

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5 papers

stat.ME2025

The -PCA Framework: A Unified and Efficiency-Preserving Approach with Robust Variants

Hung Hung, Zhi-Yu Jou, Su-Yun Huang +1

Principal component analysis (PCA) is a fundamental tool in multivariate statistics, yet its sensitivity to outliers and limitations in distributed environments restrict its effect…

stat.ML2024

A Generalized Mean Approach for Distributed-PCA

Zhi-Yu Jou, Su-Yun Huang, Hung Hung +1

Principal component analysis (PCA) is a widely used technique for dimension reduction. As datasets continue to grow in size, distributed-PCA (DPCA) has become an active research ar…

math.ST2024

Information Criterion-Based Rank Estimation Methods for Factor Analysis: A Unified Selection Consistency Theorem and Numerical Comparison

Toshinari Morimoto, Hung Hung, Su-Yun Huang

Over the years, numerous rank estimators for factor models have been proposed in the literature. This article focuses on information criterion-based rank estimators and investigate…

math.ST2024

On the asymptotic properties of product-PCA under the high-dimensional setting

Hung Hung, Chi-Chun Yeh, Su-Yun Huang

Principal component analysis (PCA) is a widely used dimension reduction method, but its performance is known to be non-robust to outliers. Recently, product-PCA (PPCA) has been sho…

stat.ME2017★ 1 cited

Sufficient Dimension Reduction via Random-Partitions for Large-p-Small-n Problem

Hung Hung, Su-Yun Huang

Sufficient dimension reduction (SDR) is continuing an active research field nowadays for high dimensional data. It aims to estimate the central subspace (CS) without making distrib…