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关注这篇论文的作者
Ben Dai
Xiaotong Shen
Junhui Wang
Annie Qu

面向个性化预测的可扩展协同排序

研究问题
在用户信息有限、候选项目众多的情况下,如何结合搜索查询预测每位用户最偏好的项目,并处理排序优化的计算困难?
方法与思路
作者以潜在因子整合用户、项目与查询信息,构造 ψ 排序器,并结合差分凸规划、分块上界最小化与并行计算求解。
材料陈述的贡献
摘要称建立排序误差的概率界与收敛速率,并以模拟和 Expedia 预订数据比较方法;其优势陈述需结合理论范围核对。
阅读关注点
应核对四类排序损失与替代损失的联系、参数维度增长条件、非凸优化的保证,以及实证比较的评价指标与设置。
阅读边界
OpenAlex 索引版本未注明,文本混有作者信息与附带说明。摘要未给出误差界条件、比较数值或计算规模,不能认定普遍优越。

原文摘要

Ben Daiab, Xiaotong Shena, Junhui Wangb & Annie Quc* a School of Statistics, University of Minnesota , Minneapolis , MN ; b School of Data Science, City University of Hong Kong , Kowloon Tong, Hong Kong ; c Department of Statistics, University of Illinois at Urbana Champaign , Champaign , IL Supplementary materials for this article are available online. Please go to www.tandfonline.com/r/JASA. CONTACT Annie Qu anniequ@illinois.edu Department of Statistics, University of Illinois at Urbana Champaign , Champaign , IL 61820.AbstractPersonalized prediction presents an important yet challenging task, which predicts user-specific preferences on a large number of items given limited information. It is often modeled as certain recommender systems focusing on ordinal or continuous ratings, as in collaborative filtering and content-based filtering. In this article, we propose a new collaborative ranking system to predict most-preferred items for each user given search queries. Particularly, we propose a ψ-ranker based on ranking functions incorporating information on users, items, and search queries through latent factor models. Moreover, we show that the proposed nonconvex surrogate pairwise ψ-loss performs well under four popular bipartite ranking losses, such as the sum loss, pairwise zero-one loss, discounted cumulative gain, and mean average precision. We develop a parallel computing strategy to optimize the intractable loss of two levels of nonconvex components through difference of convex programming and block successive upper-bound minimization. Theoretically, we establish a probabilistic error bound for the ψ-ranker and show that its ranking error has a sharp rate of convergence in the general framework of bipartite ranking, even when the dimension of the model parameters diverges with the sample size. Consequently, this result also indicates that the ψ-ranker performs better than two major approaches in bipartite ranking: pairwise ranking and scoring. Finally, we demonstrate the utility of the ψ-ranker by comparing it with some strong competitors in the literature through simulated examples as well as Expedia booking data. Supplementary materials for this article are available online.

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