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Multi-attributed Community Search in Road-social Networks

机译:道路社区中的多归属社区搜索

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Given a location-based social network, how to find the communities that are highly relevant to query users and have top overall scores in multiple attributes according to user preferences? Typically, in the face of such a problem setting, we can model the network as a multi-attributed road-social network, in which each user is linked with location information and d (≥1) numerical attributes. In practice, user preferences (i.e., weights) are usually inherently uncertain and can only be estimated with bounded accuracy, because a human user is not able to designate exact values with absolute precision. Inspired by this, we introduce a normative community model suitable for multi-criteria decision making, called multi-attributed community (MAC), based on the concepts of k-core and a novel dominance relationship specific to preferences. Given uncertain user preferences, namely, an approximate representation of weights, the MAC search reports the exact communities for each of the possible weight settings. We devise an elegant index structure to maintain the dominance relationships, based on which two algorithms are developed to efficiently compute the top-j MACs. The efficiency and scalability of our algorithms and the effectiveness of MAC model are demonstrated by extensive experiments on both real-world and synthetic road-social networks.
机译:鉴于基于位置的社交网络,如何找到与查询用户高度相关的社区,并根据用户偏好在多个属性中具有顶级总体分数?通常,在面对这样的问题设置中,我们可以将网络建模为多归属道路社交网络,其中每个用户与位置信息和D(≥1)数值属性相关联。在实践中,用户偏好(即,权重)通常是本质上不确定的,只能以界限精度估计,因为人类用户不能以绝对精度指定精确值。受此启发,我们介绍了一种适用于多标准决策的规范性群落模型,称为多重归属社区(MAC),基于K-Core的概念和特定于偏好的新型优势关系。给定不确定的用户偏好,即权重的近似表示,MAC搜索报告每个可能的权重设置的精确社区。我们设计了优雅的指标结构以维持优势关系,基于哪些算法以有效地计算Top-J Macs。通过对现实世界和综合道路社交网络的广泛实验,对MAC模型的效率和可扩展性和MAC模型的有效性。

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