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Sparsity Constraint Nonnegative Tensor Factorization for Mobility Pattern Mining

机译:稀疏约束非负张量分解的移动性模式挖掘

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Despite the capability of modeling multi-dimensional (such as spatio-temporal) data, tensor modeling and factorization methods such as Nonnegative Tensor Factorization (NTF) is in infancy for automatically learning mobility patterns of people. The quality of patterns generated by these methods gets affected by the sparsity of the data. This paper introduces a Sparsity constraint Nonnegative 'tensor Factorization (SNTF) method and studies how to effectively generate mobility patterns from the Location Based Social Networks (LBSNs) usage data. The factorization process is optimized using the element selection based factorization algorithm, Greedy Coordinate Descent algorithm. Empirical analysis with real-world datasets shows the significance of SNTF in automatically learning accurate mobility patterns. We empirically show that the sparsity constraint in NTF improves the accuracy of patterns for highly sparse datasets and is able to identify distinctive patterns.
机译:尽管可以对多维(如时空)数据进行建模,但张量建模和因式分解方法(如非负张量因式分解(NTF))仍处于初期阶段,无法自动学习人员的移动方式。这些方法生成的模式的质量会受到数据稀疏性的影响。本文介绍了稀疏约束非负张量因子分解(SNTF)方法,并研究如何有效地从基于位置的社交网络(LBSNs)使用数据中生成移动性模式。分解过程使用基于元素选择的分解算法Greedy Coordinate Descent算法进行了优化。对现实世界数据集的经验分析表明,SNTF在自动学习准确的出行方式方面具有重要意义。我们根据经验表明,NTF中的稀疏约束提高了稀疏数据集的模式准确性,并且能够识别出独特的模式。

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