电子商务推荐中多目标优化的pareto高效算法

Xiao Lin, Hongjie Chen, Changhua Pei, Fei Sun, Xuanji Xiao, Hanxiao Sun, Yongfeng Zhang, Wenwu Ou, Peng Jiang
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引用次数: 88

摘要

多目标推荐是一个重要而又困难的问题,其中连贯的困难在于目标之间可能存在的冲突。在这种情况下,多目标优化被认为是帕累托有效的,即没有一个目标可以在不损害其他目标的情况下进一步改进。然而,现有的帕累托高效多目标推荐方法仍然缺乏良好的理论保证。在本文中,我们提出了一个生成帕累托有效建议的一般框架。假设存在目标的形式可微公式,我们用加权聚合来协调这些目标。然后从理论上提出了保证帕累托效率的条件和两步帕累托效率优化算法。同时,该算法易于应用于帕累托边界生成和公平推荐选择。我们将提出的框架具体应用于电子商务推荐,同时优化GMV和CTR。在实际的电子商务推荐系统上进行了大量的线上和线下实验,结果验证了该框架的帕累托效率。据我们所知,这项工作是第一个为多目标推荐提供帕累托有效框架和理论保证的工作之一。此外,该框架还可以应用于任何其他具有可微公式的目标和任何具有梯度的模型,显示了其强大的可扩展性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A pareto-efficient algorithm for multiple objective optimization in e-commerce recommendation
Recommendation with multiple objectives is an important but difficult problem, where the coherent difficulty lies in the possible conflicts between objectives. In this case, multi-objective optimization is expected to be Pareto efficient, where no single objective can be further improved without hurting the others. However existing approaches to Pareto efficient multi-objective recommendation still lack good theoretical guarantees. In this paper, we propose a general framework for generating Pareto efficient recommendations. Assuming that there are formal differentiable formulations for the objectives, we coordinate these objectives with a weighted aggregation. Then we propose a condition ensuring Pareto efficiency theoretically and a two-step Pareto efficient optimization algorithm. Meanwhile the algorithm can be easily adapted for Pareto Frontier generation and fair recommendation selection. We specifically apply the proposed framework on E-Commerce recommendation to optimize GMV and CTR simultaneously. Extensive online and offline experiments are conducted on the real-world E-Commerce recommender system and the results validate the Pareto efficiency of the framework. To the best of our knowledge, this work is among the first to provide a Pareto efficient framework for multi-objective recommendation with theoretical guarantees. Moreover, the framework can be applied to any other objectives with differentiable formulations and any model with gradients, which shows its strong scalability.
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