Deep Harmonic Finesse: Signal Separation in Wearable Systems with Limited Data
Mahya Saffarpour, Kourosh Vali, Weitai Qian, Begum Kasap, Herman L., Hedriana, and Soheil Ghiasi

TL;DR
Deep Harmonic Finesse (DHF) is a novel deep learning method designed for separating quasi-periodic signals in wearable systems with limited data, leveraging prior time-frequency knowledge and pattern alignment.
Contribution
The paper introduces DHF, a deep harmonic neural network with pattern alignment for effective signal separation using minimal data in wearable physiological monitoring.
Findings
Achieves 26% average improvement in signal-to-distortion ratio on synthesized data.
Reduces mean squared error by 80% on synthesized data.
Increases correlation accuracy by 80.5% in in vivo fetal monitoring.
Abstract
We present a method, referred to as Deep Harmonic Finesse (DHF), for separation of non-stationary quasi-periodic signals when limited data is available. The problem frequently arises in wearable systems in which, a combination of quasi-periodic physiological phenomena give rise to the sensed signal, and excessive data collection is prohibitive. Our approach utilizes prior knowledge of time-frequency patterns in the signals to mask and in-paint spectrograms. This is achieved through an application-inspired deep harmonic neural network coupled with an integrated pattern alignment component. The network's structure embeds the implicit harmonic priors within the time-frequency domain, while the pattern-alignment method transforms the sensed signal, ensuring a strong alignment with the network. The effectiveness of the algorithm is demonstrated in the context of non-invasive fetal monitoring…
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