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Yizhou Sun

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#machine learning Review Sep 2026

Graph Anomaly Detection as Finite-Horizon Control: Training-Free Scoring via Empirical Bayes

Node-level graph anomaly detection (GAD) identifies nodes whose attributes and interactions deviate from dominant graph regularities. Existing GAD models encode normality and anomaly scoring indirectly through architectures, message passing, reconstruction or contrastive objectives, and tuned score families. This entan...

Fred Xu, Thomas Markovich, Florence Regol et al. · 0 citations
#machine learning Preprint Sep 2026

Improving Function Space Flow Matching with Kernel Optimal Transport

Generative models for function-valued data, such as time series and solutions of partial differential equations, must learn distributions over infinite-dimensional spaces. Functional Flow Matching (FFM) extends Flow Matching to this setting, learning a velocity field whose flow transports a Gaussian prior to the data d...

Fred Xu, Thomas Markovich, Barbora Barancikova et al. · 0 citations
#artificial intelligence Preprint Sep 2026

A Unified Uncertainty Representation for Graph Neural Networks via Doubly-Spectral Stochastic Expansion

A capacity theorem shows that, under a full-rank feature assumption, a restricted subfamily matches the chaos coefficients of any Gaussian-latent random graph signal, with exponentially decaying truncation error under a growth condition; the task-level claims are established empirically.

Fred Xu, Thomas Markovich, Florence Regol et al. · 0 citations
#artificial intelligence Preprint Sep 2026

PPG-LM: A Photoplethysmography-Language Model with Multi-Level Clinical Alignment

Photoplethysmography (PPG) is widely recorded by clinical monitors and consumer wearables, providing a scalable source of continuous physiological information. These recordings offer an opportunity for physiological assessment at scale, but realizing this potential requires models to learn from both signal-derived phys...

Xiao-Da Wang, Min-Xiao Wang, Maxwell A. Xu et al. · 0 citations
Jul 2026

Generalized Neural Operator for Parametric and Boundary-Value Problems

By formalizing the classical conditions for well-posedness within neural operators, this framework demonstrates the theoretical benefits of explicitly conditioning on PDE parameters and boundary conditions and achieves superior generalization across heterogeneous physical regimes while maintaining strict inference effi...

Ruoyan Li, Yizhou Sun, Wei Wang · 0 citations

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