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    Complementary label learning (CLL) struggles with multi-label data. This study proposes a novel two-step method to accurately estimate transition matrices for multi-label CLL, improving performance on complex datasets.

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    Area of Science:

    • Machine Learning
    • Artificial Intelligence
    • Data Science

    Background:

    • Complementary Label Learning (CLL) is effective for multi-class problems by estimating a transition matrix.
    • Existing multi-class CLL methods fail on multi-label data due to the assumption of single relevant labels per instance.
    • This limitation arises because multi-labeled instances possess multiple co-existing relevant labels, distorting transition matrix estimation.

    Purpose of the Study:

    • To address the limitations of current CLL techniques in handling multi-label data.
    • To theoretically analyze and demonstrate the distortion of transition matrices in multi-label scenarios.
    • To propose a novel method for accurate transition matrix estimation in Multi-Label CLL (ML-CLL).

    Main Methods:

    • A two-step approach is proposed to estimate the transition matrix from candidate labels in ML-CLL.
    • The method first decomposes the multi-label problem into binary classification tasks to estimate an initial transition matrix.
    • This initial matrix is then refined using label correlations to incorporate relationships among labels, and an MSE-based regularizer is introduced.

    Main Results:

    • Theoretical analysis reveals distortions in transition matrix estimation for multi-label CLL when co-existing labels are ignored.
    • The proposed two-step method effectively estimates the transition matrix for ML-CLL, even without pre-existing multi-labeled data.
    • The method is shown to be classifier-consistent, and the MSE regularizer mitigates overfitting to noise.

    Conclusions:

    • The proposed method offers a robust solution for Complementary Label Learning on multi-label datasets.
    • Accurate transition matrix estimation is crucial for effective ML-CLL.
    • The approach enhances the applicability of CLL to more complex, real-world multi-label classification tasks.