Abstract
Due to the widespread application of geographic information systems (GIS) and GPS technology and the increasingly mature infrastructure for data collection, sharing, and integration, more and more research domains have gained access to high-quality geographic data and created new ways to incorporate spatial information and analysis in various studies. There is an urgent need for effective and efficient methods to extract unknown and unexpected information, e.g., co-location patterns, from spatial datasets of high dimensionality and complexity. A co-location pattern is defined as a subset of spatial items whose instances are often located together in spatial proximity. Current co-location mining algorithms are unable to quantify the spatial proximity of a co-location pattern. We propose a co-location pattern miner aiming to discover co-location patterns in a multidimensional spatial data by measuring the cohesion of a pattern. We present a model to measure the cohesion in an attempt to improve the efficiency of existing methods. The usefulness of our method is demonstrated by applying them on the publicly available spatial data of the city of Antwerp in Belgium. The experimental results show that our method is more efficient than existing methods.
Highlights
With the boom in the availability of spatial data, spatial data mining, i.e., discovering interesting and previously unknown but potentially useful patterns from large spatial datasets, has become a popular field
A co-location pattern represents a subset of spatial items that frequently appear together in spatial proximity
A faster method for the same problem setting was proposed by Zhang et al (Zhang et al, 2004), while the problem of mining co-location patterns with rare spatial items has been studied by Huang et al (Huang et al, 2006)
Summary
With the boom in the availability of spatial data, spatial data mining, i.e., discovering interesting and previously unknown but potentially useful patterns from large spatial datasets, has become a popular field. A faster method for the same problem setting was proposed by Zhang et al (Zhang et al, 2004), while the problem of mining co-location patterns with rare spatial items has been studied by Huang et al (Huang et al, 2006). The method proposed by Barua and Sander (Barua and Sander, 2014), as well the prevalence based methods (Shekhar and Huang, 2001, Huang et al, 2004, Zhang et al, 2004, Yoo and Shekhar, 2006, Xiao et al, 2008) search for meaningful patterns for a given proximity neighbourhood. A random pattern may have a high prevalence value with a smaller neighbourhood threshold if the participating items are abundant.
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More From: ISPRS Annals of Photogrammetry, Remote Sensing and Spatial Information Sciences
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