基于概率矩阵分解技术的轨迹推荐

IF 0.4 Q4 ENGINEERING, MULTIDISCIPLINARY
Rachna Behl, Indu Kashyap
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引用次数: 2

摘要

本论文是2019-20年在印度Manav Rachna国际研究所进行的“使用概率矩阵分解技术的位点推荐”研究的结果。方法:矩阵分解是一种基于模型的协作技术,用于向用户推荐新项目。结果:在两个真实LBSNs上的实验结果表明,PFM的性能始终优于PMF。这是因为该技术是基于模型用户和项目矩阵的伽玛分布。使用伽玛分布对于检入频率是合理的,因为检入频率在真实数据集中都是正的。然而,PMF基于高斯分布,也可以允许负频率值。结论:这项工作的动机是确定最佳技术,以最高的准确性推荐位置,并允许用户从大量可用的位置中进行选择;基于个人资料的最佳和有趣的位置。独创性:对流行的LBSNs进行了概率矩阵分解(Probabilistic Matrix Factorization)技术的严格分析,并通过比较不同模型的精度(即RMSE, Precision@N, Recall@N, F1@N)来确定最佳位置推荐技术。局限性:在评估POI推荐的概率矩阵分解技术的效率时,没有考虑用户的上下文信息,如人口统计、社会和地理偏好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Locus recommendation using probabilistic matrix factorization techniques
Introduction: The present paper is the outcome of the research “Locus Recommendation using Probabilistic Matrix Factorization Techniques” carried out in Manav Rachna International Institute of Research and Studies, India in the year 2019-20.   Methodology: Matrix factorization is a model-based collaborative technique for recommending new items to the users.    Results: Experimental results on two real-world LBSNs showed that PFM consistently outperforms PMF. This is because the technique is based on gamma distribution to the model user and item matrix. Using gamma distribution is reasonable for check-in frequencies which are all positive in real datasets. However, PMF is based on Gaussian distribution that can allow negative frequency values as well.   Conclusion: The motive of the work is to identify the best technique for recommending locations with the highest accuracy and allow users to choose from a plethora of available locations; the best and interesting location based on the individual’s profile.   Originality: A rigorous analysis of Probabilistic Matrix Factorization techniques has been performed on popular LBSNs and the best technique for location recommendation has been identified by comparing the accuracy viz RMSE, Precision@N, Recall@N, F1@N of different models.   Limitations: User’s contextual information like demographics, social and geographical preferences have not been considered while evaluating the efficiency of probabilistic matrix factorization techniques for POI Recommendations.
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来源期刊
Ingenieria Solidaria
Ingenieria Solidaria ENGINEERING, MULTIDISCIPLINARY-
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