A fast noise-tolerant ECG feature recognition algorithm based on probabilistic analysis of gradient discontinuity

Improvement in real-time electrocardiogram (ECG) interpretation is still needed, especially for QT estimation. This paper proposes a fast algorithm for ECG feature recognition, based on locating turning points in the waveform gradient. The algorithm places the fiducial point at the maximal value of...

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Bibliographic Details
Published inJournal of electrocardiology Vol. 50; no. 4; pp. 491 - 503
Main Author Watterson, Peter A.
Format Journal Article
LanguageEnglish
Published United States Elsevier Inc 01.07.2017
Elsevier Science Ltd
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Summary:Improvement in real-time electrocardiogram (ECG) interpretation is still needed, especially for QT estimation. This paper proposes a fast algorithm for ECG feature recognition, based on locating turning points in the waveform gradient. The algorithm places the fiducial point at the maximal value of a probabilistic decision function, assessing line intervals of best fit before and after the point and the point location relative to R-wave peaks already found. Fiducial points were successfully located for the 30 heartbeats annotated by a cardiologist of all 10 normal sinus rhythm records from the PhysioNet QT Database. For a given subject, the algorithm's QT estimation had superior repeatability, with intrasubject QT standard deviation just 5.42ms, 60% lower than the cardiologist's 13.57ms. Initial tests suggest immunity to noise of standard deviation up to about 9% of the signal, depending on noise type. The proposed algorithm is fast to calculate and noise-tolerant, and has shown improved repeatability in its QT estimation compared to a cardiologist. •A fast algorithm for ECG interpretation is proposed, based on gradient discontinuity.•The line interval fitting used provides high frequency filtering and noise tolerance.•Normal sinus rhythm records from the PhysioNet QT Database are successfully analysed.•The algorithm achieved lower intrasubject QT variability than a cardiologist.
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ISSN:0022-0736
1532-8430
1532-8430
DOI:10.1016/j.jelectrocard.2017.03.013