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Landmark Alternating Diffusion

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arxiv 2404.19649 v1 pith:GIKPMGU6 submitted 2024-04-29 cs.LG math.STphysics.data-anstat.MLstat.TH

classification cs.LGmath.STphysics.data-anstat.MLstat.TH
keywords diffusionlandmarkalternatingappliedcomputationalwhilealgorithmanalyses
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Alternating Diffusion (AD) is a commonly applied diffusion-based sensor fusion algorithm. While it has been successfully applied to various problems, its computational burden remains a limitation. Inspired by the landmark diffusion idea considered in the Robust and Scalable Embedding via Landmark Diffusion (ROSELAND), we propose a variation of AD, called Landmark AD (LAD), which captures the essence of AD while offering superior computational efficiency. We provide a series of theoretical analyses of LAD under the manifold setup and apply it to the automatic sleep stage annotation problem with two electroencephalogram channels to demonstrate its application.

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Cited by 1 Pith paper

Reviewed papers in the Pith corpus that reference this work. Sorted by Pith novelty score. Full citation record

  1. Neumann eigenmaps for landmark embedding

    math.ST 2025-02 reject novelty 5.0 of 10

    Neumann eigenmaps embed a landmark subgraph with reflecting-random-walk eigenvectors, but the central distance-preservation theorem is not supported by the proof.

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