2013
DOI: 10.1080/15564886.2013.814612
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Understanding the Random Effect on Victimization Distributions: A Statistical Analysis of Random Repeat Victimizations

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Cited by 18 publications
(27 citation statements)
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“…Random Variation in the Spatial Distribution of Crime Park and Eck (2013) maintain that the random component in the distribution of criminal victimization has not been adequately modeled in studies of repeat victimization. As a result, nonrandom processes have been overestimated, including risk heterogeneity (some individuals are more vulnerable to victimization than others) and event dependence (prior victimization increases the risk of future victimization).…”
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confidence: 98%
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“…Random Variation in the Spatial Distribution of Crime Park and Eck (2013) maintain that the random component in the distribution of criminal victimization has not been adequately modeled in studies of repeat victimization. As a result, nonrandom processes have been overestimated, including risk heterogeneity (some individuals are more vulnerable to victimization than others) and event dependence (prior victimization increases the risk of future victimization).…”
mentioning
confidence: 98%
“…As a result, nonrandom processes have been overestimated, including risk heterogeneity (some individuals are more vulnerable to victimization than others) and event dependence (prior victimization increases the risk of future victimization). Ignoring the random component in repeat victimization, Park and Eck (2013) advise, can lead to wasteful and ineffective policy interventions. The authors point out that the same is true of ''the interpretation of locational crime concentration and allocation of crime prevention resources' ' (412-413).…”
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confidence: 98%
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“…We use one state (Guerrero) and over one year (2016) to test against a random distribution of crime (Park and Eck 2013). With the observed number of crimes, c ¼ 0:069 we would expect, from Eq.…”
Section: At a National Level Thementioning
confidence: 99%
“…0. Although other distributions could be used for modelling the random component of suffering crime, such as a Negative Binomial (Park and Eck 2013), the Poisson distribution allows to focus on a single parameter (the rate k), and so it is frequently used in crime science (Maltz 1996).…”
Section: A Probabilistic Approach To the Crime And Victimisation Ratesmentioning
confidence: 99%