Two-level monotonic multistage recommender systems

• URL: http://arxiv.org/abs/2110.06116v1
• Date: Wed, 6 Oct 2021 08:50:32 GMT
• Title: Two-level monotonic multistage recommender systems
• Authors: Ben Dai, Xiaotong Shen, and Wei Pan
• Abstract summary: Two-level monotonic property characterizing a monotonic chain of events for personalized prediction. Regularized cost function to learn user-specific behaviors at different stages. Algorithm based on blockwise coordinate descent.
• Score: 5.983189537988243
• License: http://creativecommons.org/licenses/by/4.0/
• Abstract: A recommender system learns to predict the user-specific preference or intention over many items simultaneously for all users, making personalized recommendations based on a relatively small number of observations. One central issue is how to leverage three-way interactions, referred to as user-item-stage dependencies on a monotonic chain of events, to enhance the prediction accuracy. A monotonic chain of events occurs, for instance, in an article sharing dataset, where a ``follow'' action implies a ``like'' action, which in turn implies a ``view'' action. In this article, we develop a multistage recommender system utilizing a two-level monotonic property characterizing a monotonic chain of events for personalized prediction. Particularly, we derive a large-margin classifier based on a nonnegative additive latent factor model in the presence of a high percentage of missing observations, particularly between stages, reducing the number of model parameters for personalized prediction while guaranteeing prediction consistency. On this ground, we derive a regularized cost function to learn user-specific behaviors at different stages, linking decision functions to numerical and categorical covariates to model user-item-stage interactions. Computationally, we derive an algorithm based on blockwise coordinate descent. Theoretically, we show that the two-level monotonic property enhances the accuracy of learning as compared to a standard method treating each stage individually and an ordinal method utilizing only one-level monotonicity. Finally, the proposed method compares favorably with existing methods in simulations and an article sharing dataset.

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