semi-parametric estimates of the long-term background trend,periodicity,and clustering effect in cri

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  Past studies have shown that crime behaviors are clustered.This study investigates the data of violence or robbery related to crimes in the city of Castellon,Spain,during 2012 and 2013.We consider using the following space-time point-process model to describe the data,which is completely specified by a conditional intensity function λ(t,x,y)= μt(t)μd(t)μw(t)μb(x,y)+∫t-∞∫∫Sg(t-s,x-u,y-v)N(du dv ds),(1)where μt(t),μd(t),and μw(t)represent the trend term,the daily periodicity,the weekly periodicity in the temporal components of the background rate,μb(x,y)represent the spatial homogeneity of the background rate,respectively,and g(t-s,x-u,y-v)represents the subprocess triggered by an event previously occurring at location(u,v)and time s.A nonparametric method,called stochastic reconstruction,is used to estimate each component,including daily and weekly periodicities of background rate,spatial background rate,long-term background trend,and the spatial and temporal response function in the triggering component,of the conditional intensity of the model.The results show that the background rate of the occurrence process of violence or robbery related to crimes in the city of Castellon,Spain,during 2012 and 2013,includes clear daily and weekly periodicity.The reconstructed spatial and temporal response functions in the clustering component imply that,once a crime occurs,it likely trigger another crime within the coming 3 days and within 100 meters in distance.The parameter estimates are μ0 = 0.771 and A = 0,029.
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