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    Home»AI Tools»A Multi-Scale Topological Framework for Data-Efficient Heart Sound Segmentation
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    A Multi-Scale Topological Framework for Data-Efficient Heart Sound Segmentation

    AwaisBy AwaisFebruary 2, 2026No Comments2 Mins Read0 Views
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    [Submitted on 20 Oct 2025 (v1), last revised 30 Jan 2026 (this version, v2)]

    View a PDF of the paper titled TopSeg: A Multi-Scale Topological Framework for Data-Efficient Heart Sound Segmentation, by Peihong Zhang and 6 other authors

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    Abstract:Deep learning approaches for heart-sound (PCG) segmentation built on time-frequency features can be accurate but often rely on large expert-labeled datasets, limiting robustness and deployment. We present TopSeg, a topological representation-centric framework that encodes PCG dynamics with multi-scale topological features and decodes them using a lightweight temporal convolutional network (TCN) with an order- and duration-constrained inference step. To evaluate data efficiency and generalization, we train exclusively on PhysioNet 2016 dataset with subject-level subsampling and perform external validation on CirCor dataset. Under matched-capacity decoders, the topological features consistently outperform spectrogram and envelope inputs, with the largest margins at low data budgets; as a full system, TopSeg surpasses representative end-to-end baselines trained on their native inputs under the same budgets while remaining competitive at full data. Ablations at 10% training confirm that all scales contribute and that combining H_0 and H_1 yields more reliable S1/S2 localization and boundary stability. These results indicate that topology-aware representations provide a strong inductive bias for data-efficient, cross-dataset PCG segmentation, supporting practical use when labeled data are limited.

    Submission history

    From: Peihong Zhang [view email]
    [v1]
    Mon, 20 Oct 2025 09:43:39 UTC (2,168 KB)
    [v2]
    Fri, 30 Jan 2026 11:57:04 UTC (2,166 KB)

    DataEfficient Framework Heart Multiscale Segmentation Sound Topological
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