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Analyzing Local Spatio-Temporal Patterns of Police Calls-for-Service Using Bayesian Integrated Nested Laplace Approximation

机译:使用贝叶斯集成嵌套拉普拉斯逼近分析警务服务的当地时空模式

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This research investigates spatio-temporal patterns of police calls-for-service in the Region of Waterloo, Canada, at a fine spatial and temporal resolution. Modeling was implemented via Bayesian Integrated Nested Laplace Approximation (INLA). Temporal patterns for two-hour time periods, spatial patterns at the small-area scale, and space-time interaction (i.e., unusual departures from overall spatial and temporal patterns) were estimated. Temporally, calls-for-service were found to be lowest in the early morning (02:00–03:59) and highest in the evening (20:00–21:59), while high levels of calls-for-service were spatially located in central business areas and in areas characterized by major roadways, universities, and shopping centres. Space-time interaction was observed to be geographically dispersed during daytime hours but concentrated in central business areas during evening hours. Interpreted through the routine activity theory, results are discussed with respect to law enforcement resource demand and allocation, and the advantages of modeling spatio-temporal datasets with Bayesian INLA methods are highlighted.
机译:这项研究调查了加拿大滑铁卢地区的警察求职服务的时空模式,具有良好的时空分辨率。通过贝叶斯综合嵌套拉普拉斯近似(INLA)进行建模。估计了两个小时时间段的时间模式,小面积尺度上的空间模式以及时空交互作用(即与总体时空模式的异常偏离)。从时间上看,服务请求在清晨(02:00–03:59)最低,在晚上(20:00–21:59)最高,而服务请求的水平较高在空间上位于中央商务区以及主要道路,大学和购物中心为特征的区域。时空互动在白天时段分散在地理位置上,但在晚上时段集中在中央商务区。通过常规活动理论解释,讨论了有关执法资源需求和分配的结果,并强调了使用贝叶斯INLA方法建模时空数据集的优势。

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