GeoDa Center for Geospatial Analysis and Computation, School of Geographical Sciences and Urban Planning, Arizona State University, Tempe, Arizona, USA.
PLoS One. 2013;8(2):e52034. doi: 10.1371/journal.pone.0052034. Epub 2013 Feb 7.
The space-time permutation scan statistic (STPSS) is designed to identify hot (and cool) spots of space-time interaction within patterns of spatio-temporal events. While the method has been adopted widely in practice, there has been little consideration of the effect inaccurate and/or incomplete input data may have on its results. Given the pervasiveness of inaccuracy, uncertainty and incompleteness within spatio-temporal datasets and the popularity of the method, this issue warrants further investigation. Here, a series of simulation experiments using both synthetic and real-world data are carried out to better understand how deficiencies in the spatial and temporal accuracy as well as the completeness of the input data may affect results of the STPSS. The findings, while specific to the parameters employed here, reveal a surprising robustness of the method's results in the face of these deficiencies. As expected, the experiments illustrate that greater degradation of input data quality leads to greater variability in the results. Additionally, they show that weaker signals of space-time interaction are those most affected by the introduced deficiencies. However, in stark contrast to previous investigations into the impact of these input data problems on global tests of space-time interaction, this local metric is revealed to be only minimally affected by the degree of inaccuracy and incompleteness introduced in these experiments.
时空置换扫描统计量(STPSS)旨在识别时空事件模式中时空相互作用的热点(和冷点)。虽然该方法在实践中已被广泛采用,但很少考虑输入数据不准确和/或不完整可能对其结果产生的影响。鉴于时空数据集内的不准确、不确定性和不完整性的普遍性以及该方法的普及性,这个问题值得进一步研究。在这里,使用合成数据和真实世界数据进行了一系列模拟实验,以更好地了解输入数据的空间和时间精度以及完整性的缺陷可能如何影响 STPSS 的结果。虽然这些发现特定于这里采用的参数,但结果表明该方法在面对这些缺陷时具有令人惊讶的稳健性。正如预期的那样,实验表明,输入数据质量的退化越大,结果的可变性就越大。此外,它们表明,时空相互作用的较弱信号受引入的缺陷的影响最大。然而,与之前关于这些输入数据问题对时空相互作用全局检验的影响的研究形成鲜明对比的是,该局部指标仅受到这些实验中引入的不准确和不完整性程度的最小影响。