2018 Computing in Cardiology Conference (CinC) 2018
DOI: 10.22489/cinc.2018.351
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Novel Metric Using Laplacian Eigenmaps to Evaluate Ischemic Stress on the Torso Surface

Abstract: The underlying pathophysiology of myocardial ischemia is incompletely understood, resulting in persistent difficulty of diagnosis. This limited understanding of underlying mechanisms encourages a data driven approach, which seeks to identify patterns in the ECG data that can be linked statistically to disease states. Laplacian Eigen-maps (LE) is a dimensionality reduction method popularized in machine learning that we have shown in large animal experiments to identify underlying ischemic stress both earlier in… Show more

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Cited by 3 publications
(1 citation statement)
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“…Good et al demonstrated this by using Laplacian Eigenmaps, a method of unsupervised ML dimensionality reduction, to more quickly and accurately identify myocardial ischemia from recorded electrograms when compared to traditional metrics [147]. While this study primarily focused on electrogram data recorded at the heart surface, Good et al also explored a limited use case with BSPM data [188]. The output of the Laplacian Eignemap model is a 3D representation of the electrogram time series recorded from hundreds of leads.…”
Section: Statistical Approach: Machine Learning/artificial Intelligencementioning
confidence: 99%
“…Good et al demonstrated this by using Laplacian Eigenmaps, a method of unsupervised ML dimensionality reduction, to more quickly and accurately identify myocardial ischemia from recorded electrograms when compared to traditional metrics [147]. While this study primarily focused on electrogram data recorded at the heart surface, Good et al also explored a limited use case with BSPM data [188]. The output of the Laplacian Eignemap model is a 3D representation of the electrogram time series recorded from hundreds of leads.…”
Section: Statistical Approach: Machine Learning/artificial Intelligencementioning
confidence: 99%