Modeling Spatio-temporal Change Pattern using Mathematical Morphology

Monidipa Das, S. Ghosh
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引用次数: 2

Abstract

Detection and assessment of spatio-temporal change pattern is a challenging task, and may provide insights into various spatio-temporal changes, like urban sprawl monitoring, surveillance of epidemics due to infectious diseases etc. The existing spatio-temporal pattern mining techniques mostly deal with the assessment of thematic change patterns. However, analyzing the spatio-temporal pattern of geometric changes is also important for analyzing such kinds of spatial changes on a temporal scale. This paper presents a novel framework for modeling such spatio-temporal change in geometry with the help of mathematical morphology and directional granulometric analysis. Morphological operators have been used to detect the various spatio-temporal change patterns in geometry, like spatial growth (due to Expansion and Merge), spatial shrinkage (due to Contraction and Split) etc. Further, the temporal changes in the orientations of these patterns have been modeled by performing granulometric analyses on them. The proposed framework for spatio-temporal change pattern modeling has been validated considering four cases of spatio-temporal change, namely (i) spatial expansion, (ii) spatial contraction, (iii) spatial merge, and (iv) spatial split in regional distribution of climate zones in Australia.
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基于数学形态学的时空变化模式建模
时空变化模式的检测和评估是一项具有挑战性的任务,可以为城市蔓延监测、传染病流行监测等各种时空变化提供见解。现有的时空模式挖掘技术主要针对主题变化模式的评估。然而,分析几何变化的时空格局对于在时间尺度上分析这类空间变化也很重要。本文提出了一种新的框架,利用数学形态学和定向粒度分析在几何上模拟这种时空变化。形态学算子已被用于检测几何空间的各种时空变化模式,如空间增长(由于扩张和合并),空间收缩(由于收缩和分裂)等。此外,通过对这些模式进行粒度分析,模拟了这些模式方向的时间变化。基于澳大利亚气候带区域分布的空间扩张、空间收缩、空间融合和空间分裂四种时空变化情况,对所提出的时空变化模式建模框架进行了验证。
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