activity
20142026
most citedAchieving Exact Cluster Recovery Threshold via Semidefinite Programming: Extensions

38 citations · 248 across the 24 of their papers we have counts for

collaborators

24 papers

stat.ML2026

High-Dimensional Procrustes Matching via Tree Counts

Xiaochun Niu, Tselil Schramm, Jiaming Xu

Suppose we observe two sets of Gaussian vectors in , with the promise that, after applying a permutation of and a rotation of , the two sets a…

math.PR2026

Resolution of the Detection Threshold Conjecture for Random Geometric Graphs in the Regime

Hang Du, Cheng Mao, Nike Sun +2

A random geometric graph (RGG) is generated by first sampling latent points independently and uniformly from the unit sphere in , and then connecting…

cs.DS2026

Optimality of Random Regular Graphs in Sparse Network Designs

Weijia Li, Xiaochun Niu, Yehua Wei +1

The problems of designing sparse networks arise frequently in resource allocation and operations research. In production systems, for example, sparse process flexibility designs ar…

math.PR2026

Random geometric graphs with smooth kernels: sharp detection threshold and a spectral conjecture

Cheng Mao, Yihong Wu, Jiaming Xu

A random geometric graph (RGG) with kernel is constructed by first sampling latent points independently and uniformly from the -dimensional unit sphere, the…

math.ST2025

The broken sample problem revisited: Proof of a conjecture by Bai-Hsing and high-dimensional extensions

Simiao Jiao, Yihong Wu, Jiaming Xu

We revisit the classical broken sample problem: Two samples of i.i.d.\ data points and are observed w…

math.ST2024

Sharp Information-Theoretic Thresholds for Shuffled Linear Regression

Leon Lufkin, Yihong Wu, Jiaming Xu

This paper studies the problem of shuffled linear regression, where the correspondence between predictors and responses in a linear model is obfuscated by a latent permutation. Spe…