This week's lab involved creating several different Crime Hotspot Maps and comparing them in their predictive power. We created hotspots using Local Moran's I, Kernel Density, and Grid Overlay from 2007 burglary data. Then we compared the number of 2008 burglaries within these 2007 hotspots.
I
argue that the best crime hotspot predictive method in this scenario is using
Kernel Density. I base this on the
observed highest crime density of 2008 burglaries within the 2007 hotspots. This
is category (above) that I view as the best metric of predictive power because
it takes into account hotspot total area, and thus would provide efficient
preventative resource allocation.
It
is clear that the Grid Overlay hotspot contains the most 2008 burglaries,
therefore it is certainly a suitable predictive tool. However, the total area is >65km2 and
may be too large to effectively patrol by police. With unlimited resources (i.e. police
officers/vehicles), it would be feasible to use this model as area to patrol. In
a limited resource situation – which is what is most often the case – higher
priority areas must receive preferential resource allocation. Thus, the Kernel hotspots.
The
Local Moran’s I hotspots are large, but contain the fewest amount of 2008
burglaries. The large area appears to be
a result of extreme density regions. By
visual assessment, it appears that areas between several clusters, which don’t
look particularly dense themselves, are influenced by adjacency (see screenshot
below). It appears that the red area
toward the top is in between two hotspots.
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