A Framework for Discriminative Polygonal Place Scoping

IF 0.1 0 LITERATURE
C. Eick, F. Akdag, Paul K. Amalaman, Aditya Tadakaluru
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引用次数: 2

Abstract

In general, it is desirable to have automatic tools that identify places in spatial data and to describe their characteristics, creating high-level summaries for spatial datasets which are valuable for planners, scientists, and policy makers. In this paper, we present a methodology that identifies a set of places based on a user-defined notion of interestingness and then identifies the scope of each place. A spatial clustering approach is used for the first step. For the second step, polygons are used as models to describe the scope of a place---the spatial area the place occupies. A 2-step methodology is introduced to compute a set of polygons for a set of places with each space being characterized by the set of objects which occupy the particular space. In the first step, an algorithm called LDTR is introduced that tightens the convex hull of a set of spatial objects by removing larger triangles of its Delaunay triangulation, obtaining an initial polygon for each place. Next, a post processing algorithm PolyRepair is introduced that tightens polygons further by reducing the overlap between the generated polygons; the algorithm gives preference to tightening polygons that have a lot of overlap with other polygons as the goal is to keep polygon tightening to a minimum. Finally, the two novel algorithms are demonstrated and evaluated for an urban computing benchmark.
判别多边形位置范围的框架
一般来说,人们希望有自动工具来识别空间数据中的位置并描述它们的特征,为空间数据集创建高级摘要,这对规划者、科学家和政策制定者有价值。在本文中,我们提出了一种方法,该方法基于用户定义的兴趣概念来识别一组位置,然后识别每个位置的范围。第一步采用空间聚类方法。第二步,使用多边形作为模型来描述一个地方的范围——这个地方占据的空间区域。介绍了一种两步法,用于计算一组位置的一组多边形,每个空间由占用特定空间的一组对象来表征。在第一步中,引入了LDTR算法,该算法通过去除Delaunay三角剖分中的较大三角形来收紧一组空间对象的凸包,为每个位置获得一个初始多边形。其次,介绍了一种后期处理算法PolyRepair,该算法通过减少生成多边形之间的重叠来进一步收紧多边形;该算法优先考虑与其他多边形有很多重叠的多边形的收紧,目标是保持多边形的收紧到最小。最后,在城市计算基准上对这两种新算法进行了验证和评估。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Comparatist
Comparatist LITERATURE-
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