1 of 17

CrimeStat IV

Susan C. Smith

Christopher W. Bruce

Revised by: Thomas Mueller

2 of 17

About CrimeStat PowerPoint

  • This PowerPoint was revised from the Susan C. Smith and Christopher Bruce’s work. The Original can be found at:
  • http://www.icpsr.umich.edu/CrimeStat/workbook.html

  • Their PowerPoint and Manual was developed for CrimeStat 3.0. This PowerPoints was revised for CrimeStat 4.0
  • The GeoTech Center wants to thank both of them for allowing us to use this tremendous resource.

3 of 17

Chapter Five�Hot Spot Analysis�Part 2

4 of 17

Nearest Neighbor Hierarchical Spatial Clustering

  • Builds on NNA (NNA determines if a particular crime was more clustered than might be expected by random chance)
  • NNH takes the analysis to the next level by actually identifying those clusters
  • CrimeStat clusters groups of pairs that are unusually close together
  • It creates “first order”, “second order” etc. clusters
  • Continues until it cannot locate any more clusters
  • Creates both s/d ellipses & convex hulls

5 of 17

Nearest Neighbor Hierarchical Spatial Clustering

  • Options that can be used when running NNH
    • Fixed distance vs. threshold distance
      • Becomes a subjective measure vs. probability
    • Minimum points per cluster
      • Default is 10
      • Alter depending on volume & type of crime
    • Search Radius Bar
      • Adjust threshold distance and associated probability
        • Left – smallest distance, but 99.999% confidence
        • Right – greatest distances, but only .1% confidence

6 of 17

Nearest Neighbor Hierarchical Spatial Clustering

  • Options (con’t)
    • Number of standard deviations for the ellipses
      • Single s/d is the default/norm
        • Can make small ellipses that are hard to view at a small scale
      • Another option is two s/d’s
        • May exaggerate the size of the hot spot
    • Convex hull vs. ellipse
      • Convex hull has greater accuracy
      • Convex hull has a higher density than an ellipse
      • Convex hulls are defined by the data

7 of 17

Nearest Neighbor Hierarchical Spatial Clustering

  • Data Setup; Measurement parameters
  • Area = 88.19 sq. miles
  • Street Network = 1283.61 miles
  • Choose an indirect distance measure.

8 of 17

Nearest Neighbor Hierarchical Spatial Clustering

  • Spatial description, Hot Spot Analysis I, uncheck Fuzzy Mode, check NNH
    • Adjust minimum number points & size of ellipses
  • Leave it at random NN distance,
  • Change the minimum number of points per cluster to 8. Adjust the size of the ellipses to 1.5 standard deviations.

9 of 17

Nearest Neighbor Hierarchical Spatial Clustering

10 of 17

Nearest Neighbor Hierarchical Spatial Clustering

  • In Save ellipses to….Choose SHP, browse to c:\CrimeStat\Data\Lincoln
  • Name the file: LFA. Then Click OK
  • Save convex hulls to….Choose SHP, browse to c:\CrimeStat\Data\Lincoln
  • Name the file: LFA. Then Click OK

11 of 17

Nearest Neighbor Hierarchical Spatial Clustering

  • Add the projection to each of those files as illustrated in previous labs.
  • CNNH1LFA.SHP, CNNH2LFA.SHP (Convex Hulls)
  • NNH1LFA.SHP, NNH1LFA.SHP (Ellipses)
  • Add to ArcPro GIS, Project, and evaluate

12 of 17

Nearest Neighbor Hierarchical Spatial Clustering

13 of 17

14 of 17

Nearest Neighbor Hierarchical Spatial Clustering

  • Experiment with other NNH settings (Example)
  • Some of the students set the Points per cluster to 5 and others to 12
  • Evaluate the results

15 of 17

Spatial and Temporal Analysis of Crime (STAC) – Not covered in this course

  • Originally a separate program; integrated into CrimeStat in Version 2
  • Produces ellipses and convex hulls
  • STAC’s algorithm scans the data by overlaying a grid on the study area and applying a search circle to each node of the grid
  • Size is specified by user
  • Routine counts the number of points in each circle to identify the densest clusters

16 of 17

Spatial and Temporal Analysis of Crime (STAC)

  • You can skip this portion of the lab

17 of 17

Final Notes on Hot Spot Identification

  • Clusters are identified based on volume, not risk
    • Two areas of town
      • 3 burglaries in rural area vs. 20 burglaries in midtown
  • Technique to normalize hot spots available
    • Risk-Adjusted Nearest Neighbor Hierarchical Spatial Clustering (RNNH)
      • Relies on a secondary file with a denominator
        • Number of houses, parking spots, etc
  • In all of these routines, subjectivity plays a role