A general framework for iterative contour integral-based methods for nonlinear eigenvalue problems is introduced, enabling a proof of linear convergence for NLFEAST under mild assumptions.
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2 Pith papers cite this work. Polarity classification is still indexing.
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Pith papers citing it
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2026 2verdicts
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Augmenting multimodal pediatric sleep embeddings with PHATE trajectories, persistent homology, movement descriptors, and EHR improves AUPRC and calibration for predicting desaturation, EEG arousal, hypopnea, and apnea.
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Linear convergence of iterative contour integral-based eigensolvers for nonlinear eigenvalue problems
A general framework for iterative contour integral-based methods for nonlinear eigenvalue problems is introduced, enabling a proof of linear convergence for NLFEAST under mild assumptions.
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Uncovering Trajectory and Topological Signatures in Multimodal Pediatric Sleep Embeddings
Augmenting multimodal pediatric sleep embeddings with PHATE trajectories, persistent homology, movement descriptors, and EHR improves AUPRC and calibration for predicting desaturation, EEG arousal, hypopnea, and apnea.