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Anchor-Free Correlated Topic Modeling.

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    This study introduces a novel anchor-free topic modeling approach that reliably identifies topics using second-order word statistics, outperforming traditional anchor-word methods on real text corpora.

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    Area of Science:

    • Natural Language Processing
    • Machine Learning
    • Computational Linguistics

    Background:

    • Topic modeling is crucial for text analysis, but relies on the fragile anchor-word assumption for topic identifiability.
    • Existing methods using higher-order statistics require more data and additional assumptions, limiting practical application.
    • The anchor-word assumption, where a word uniquely defines a topic, is often violated in real-world text data.

    Purpose of the Study:

    • To develop a new topic identification criterion that does not rely on the anchor-word assumption.
    • To theoretically guarantee topic identifiability even when the anchor-word assumption is significantly violated.
    • To propose efficient algorithms for solving the resulting topic identification problem.

    Main Methods:

    • A novel topic identification criterion based on second-order word co-occurrence statistics is proposed.
    • Two algorithms are presented: alternating optimization for high performance and a primal-dual algorithm for speed.
    • The methods are evaluated on diverse real-world text corpora.

    Main Results:

    • The proposed anchor-free method demonstrates significant improvements over anchor-word based approaches.
    • The criterion theoretically guarantees topic identification irrespective of the anchor-word assumption's validity.
    • The primal-dual algorithm achieved up to 200x speedup compared to the alternating optimization method.

    Conclusions:

    • The developed anchor-free topic modeling approach offers a robust and effective solution for text analysis.
    • This method overcomes limitations of traditional approaches, providing reliable topic identification in complex datasets.
    • The proposed algorithms offer practical and scalable solutions for large-scale text corpora analysis.