Paper DownloadsAbstractExtensions are presented to a previously described nonlinear model of the electrocardiogram to account for T-wave asymmetry. By fitting the parameters of this model using a nonlinear optimization, we demonstrate that an arbitrary ECG can be modeled and consequently in-band noise can be completely removed. We also show that the fitting procedure effects a compression at a rate of (Fs/[3(n+m)] : 1) per beat or (RR/3 Fs/(n+m) : 1, where RRis the reciprocal heart rate, Fs is the sampling frequency, and n is the number of symmetric features (or turning points) and m the number of asymmetric features used to fit the beat morphology. Performance tests show that the algorithm can run in real time on a modern desktop PC. Finally we demonstrate that by clustering the parameters, waveform classification is possible. KeywordsElectrocardiogram, ECG, compression, synthetic, nonlinear, model
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