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4 papers

math.NA2026

Gradient-enhanced spline dimensional decomposition for uncertainty quantification with limited training samples

Eunho Heo, Dongjin Lee

The paper introduces a gradient-enhanced spline dimensional decomposition (GE‑SDD) surrogate that incorporates both function values and partial derivatives to improve uncertainty q…

eess.SP2026

Fine-Grained Open-Set Fault Diagnosis via Metric-Guided Time-Frequency Configuration Selection and Class-Specific Autoencoders

Youngjae Jeon, Dongjin Lee

The paper introduces a method for fine-grained open-set fault diagnosis of rotating machinery that selects optimal time‑frequency representations using a metric‑guided approach and…

math.NA2026

Data-driven dimensionally decomposed generalized polynomial chaos expansion for forward uncertainty quantification

Hojun Choi, Eunho Heo, Dongjin Lee

Dimensionally decomposed generalized polynomial chaos expansion (DD-GPCE) efficiently performs forward uncertainty quantification (UQ) in complex engineering systems with high-dime…

eess.SY2025

A Robust Method for Fault Detection and Severity Estimation in Mechanical Vibration Data

Youngjae Jeon, Eunho Heo, Jinmo Lee +2

This paper proposes a robust method for fault detection and severity estimation in multivariate time-series data to enhance predictive maintenance of mechanical systems. We use the…