ODE-Constrained Generative Modeling of Cardiac Dynamics for 12-Lead ECG Synthesis
Yakir Yehuda, Kira Radinsky

TL;DR
This paper presents a novel ODE-based generative model for synthesizing realistic 12-lead ECG data, improving data quality for training AI models in cardiology by incorporating physiological dynamics.
Contribution
It introduces a new ODE-constrained generative approach with Euler Loss to produce biologically plausible ECGs, enhancing data fidelity and inter-lead consistency.
Findings
Improved specificity in detecting cardiac abnormalities with augmented data
Statistically significant performance gains over baseline models
Enhanced physiological realism in synthetic ECGs
Abstract
Generating realistic training data for supervised learning remains a significant challenge in artificial intelligence, particularly in domains where large, expert-labeled datasets are scarce or costly to obtain. This is especially true for electrocardiograms (ECGs), where privacy constraints, class imbalance, and the need for physician annotation limit the availability of labeled 12-lead recordings, motivating the development of high-fidelity synthetic ECG data. The primary challenge in this task lies in accurately modeling the intricate biological and physiological interactions among different ECG leads. Although mathematical process models have shed light on these dynamics, effectively incorporating this understanding into generative models is not straightforward. We introduce an innovative method that employs ordinary differential equations (ODEs) to enhance the fidelity of 12-lead…
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Taxonomy
TopicsECG Monitoring and Analysis · Analog and Mixed-Signal Circuit Design
