IRAIAug 24, 2021

CMML: Contextual Modulation Meta Learning for Cold-Start Recommendation

arXiv:2108.10511v431 citations
Originality Incremental advance
AI Analysis

This addresses the cold-start issue for practical recommender systems, offering an incremental improvement by enhancing deployment compatibility and efficiency.

The paper tackles the cold-start problem in recommender systems by proposing CMML, a meta-learning framework that avoids gradient operations, achieving comparable or better performance with higher computational efficiency and interpretability on real-world datasets.

Practical recommender systems experience a cold-start problem when observed user-item interactions in the history are insufficient. Meta learning, especially gradient based one, can be adopted to tackle this problem by learning initial parameters of the model and thus allowing fast adaptation to a specific task from limited data examples. Though with significant performance improvement, it commonly suffers from two critical issues: the non-compatibility with mainstream industrial deployment and the heavy computational burdens, both due to the inner-loop gradient operation. These two issues make them hard to be applied in practical recommender systems. To enjoy the benefits of meta learning framework and mitigate these problems, we propose a recommendation framework called Contextual Modulation Meta Learning (CMML). CMML is composed of fully feed-forward operations so it is computationally efficient and completely compatible with the mainstream industrial deployment. CMML consists of three components, including a context encoder that can generate context embedding to represent a specific task, a hybrid context generator that aggregates specific user-item features with task-level context, and a contextual modulation network, which can modulate the recommendation model to adapt effectively. We validate our approach on both scenario-specific and user-specific cold-start setting on various real-world datasets, showing CMML can achieve comparable or even better performance with gradient based methods yet with much higher computational efficiency and better interpretability.

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