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AI-GEOSTATS: CrimeStat II available

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  • Dr. Ned Levine
    I would like to bring to the attention of the Ai-geostats community the availability of an improved version of the CrimeStat spatial statistics program. The
    Message 1 of 1 , Aug 6, 2002
      I would like to bring to the attention of the Ai-geostats
      community the availability of an improved version of the CrimeStat spatial
      statistics program. The program (version 2.0) is free. It was developed by
      Ned Levine & Associates of Houston, Tx for the Mapping and Analysis for
      Public Safety program of the National Institute of Justice (NIJ) under a
      research grant. The program is Windows-based and interfaces with most
      desktop GIS programs. The program provides statistical tools for law
      enforcement agencies and criminal justice researchers in their crime
      mapping efforts. However, it can also be used for a variety of other
      applications for which researchers would be interested. It is being used by
      many analysts and researchers in the United States and throughout the
      world, including those in geophysics.

      CrimeStat II has a collection of statistical tools for the
      analysis of point/incident locations and includes a range of diagnostic and
      modeling spatial statistics, including statistics for measuring spatial
      distribution, for examining distances between incident locations, for
      detecting hot spots, for interpolating one-variable and two-variable
      density surfaces, and for analyzing space-time interactions.

      The program inputs incident locations (e.g., the residence
      location of a patient) in 'dbf', 'shp', ASCII, or ODBC formats using either
      spherical or projected coordinates. It calculates various spatial
      statistics and writes graphical objects to ArcView®, ArcGIS®, MapInfo®,
      Atlas*GIS™, Surfer® for Windows, and ArcView Spatial Analyst©. Version 2.0
      includes many improvements to the functionality of the program including
      ODBC access, the ability to save parameters and alternative reference
      files, the output of Monte Carlo simulation data, and an improved help menu
      that is linked to the manual.

      New statistics in version 2.0 include the mode, the fuzzy mode,
      the Spatial and Temporal Analysis of Crime module (STAC), a risk-adjusted
      nearest neighbor clustering routine, the Knox index, the Mantel index, and
      a Correlated Walk Analysis module. Many of the existing routines from
      version 1.1 have been improved. Six of the statistical routines also have a
      Monte Carlo simulation to approximate confidence intervals around the
      calculated statistic.

      Among the many applications for which CrimeStat would be useful is
      in detecting spatial changes in the location of facilities by time period
      (e.g., shifts in the locational pattern of manufacturing firms over time),
      in identifying concentrations of incidents within small areas (e.g., the
      location of motor vehicle crashes), in assessing where disease incidents
      cluster relative to a baseline population (e.g., tuberculosis cases
      relative to population), in identifying time sensitive hot spots (e.g., a
      rash of auto thefts), in estimating the likely origin of a serial offender,
      and in predicting the likely time and location for a next crime committed
      by a serial offender (or the next time and location of an emerging
      infectious agent)..

      CrimeStat is accompanied by three sample data sets and a manual
      that gives the background behind the statistics and examples. The current
      manual includes examples on the use of CrimeStat by other researchers,
      including some in planning. The program and sample data sets are in
      Windows-based zipped files that can be downloaded. The manual is a set of
      individual files in 'pdf' format that can also be downloaded.

      The program, the manual, and sample data sets can be downloaded
      free from the NIJ archivist at:


      Ned Levine, PhD
      Ned Levine & Associates
      Houston, TX

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