2016
DOI: 10.1080/17421772.2015.1126966
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Raising the bar (1)

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Cited by 6 publications
(2 citation statements)
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“…Given the lack of prior theoretical knowledge about the correct model and spatial weights matrix combination to choose, this paper follows LeSage's (2014LeSage's ( , 2015 method for computing Bayesian posterior model probabilities to compare three types of pooled models (containing observations for all five regions)the SLX, SDM and SDEMand a range of spatial weights matrices, from three to 20 nearest-neighbours 7 for each dependent variable of interest. While alternative methods for solving the model comparison problem have been proposed (Elhorst et al, 2016), including a non-Bayesian method from Gerkman and Ahlgren (2014), LeSage's approach is (to this point) the most theoretically Notes: a Based on a comparison with non-spatial Poisson regression run in R using all observations and the corresponding background population measure (i.e., acres, existing businesses, population, new businesses) as the offset variable. Variables chosen for regression are based on correlation analysis using the full data set.…”
Section: Spatial Regression Specificationmentioning
confidence: 99%
“…Given the lack of prior theoretical knowledge about the correct model and spatial weights matrix combination to choose, this paper follows LeSage's (2014LeSage's ( , 2015 method for computing Bayesian posterior model probabilities to compare three types of pooled models (containing observations for all five regions)the SLX, SDM and SDEMand a range of spatial weights matrices, from three to 20 nearest-neighbours 7 for each dependent variable of interest. While alternative methods for solving the model comparison problem have been proposed (Elhorst et al, 2016), including a non-Bayesian method from Gerkman and Ahlgren (2014), LeSage's approach is (to this point) the most theoretically Notes: a Based on a comparison with non-spatial Poisson regression run in R using all observations and the corresponding background population measure (i.e., acres, existing businesses, population, new businesses) as the offset variable. Variables chosen for regression are based on correlation analysis using the full data set.…”
Section: Spatial Regression Specificationmentioning
confidence: 99%
“…Only recently have attempts been made in different directions in order to abandon the exogeneity assumption. This topic was recently discussed and illustrated with examples in the editorial to issue 11(1) of this journal (Elhorst et al, 2016).…”
Section: Raising the Bar (3)mentioning
confidence: 99%