Using varieties of simulation modeling for criminal justice system analysis

Artificial Crime Analysis Systems: Using Computer Simulations and Geographic Information Systems

Volumn , Issue , 2008, Pages 372-411

  Alimadad, Azadeh ^a   Borwein, Peter ^a   Brantingham, Patricia ^b   Brantingham, Paul ^b   Dabbaghian Abdoly, Vahid ^a   Ferguson, Ron ^a   Fowler, Ellen ^a   Ghaseminejad, Amir H ^a   Giles, Christopher ^c   Li, Jenny ^a   Pollard, Nahanni ^a   Rutherford, Alexander ^a   van der Waall, Alexa ^a  

^a SIMON FRASER UNIVERSITY   (Canada)

^b SIMON FRASER UNIVERSITY   (Canada)

^c UNIVERSITY OF MANITOBA   (Canada)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 84864019473     PISSN: None     EISSN: None     Source Type: Book    
DOI: 10.4018/978-1-59904-591-7.ch019     Document Type: Chapter

References (58)

1. Bailey, J., & Hann, R. (1972). Systems analysis and the corrections system in Ontario. Toronto: Centre of Criminology, University of Toronto.
2. Balci, O. (1997). Verification, validation and accreditation of simulation models. In S. Andra dottir, K. J. Healy, D. H. Withers, & B. L. Nelson (Eds), Proceedings of the 1997 Winter Simulation Conference Atlanta, Georgia.
3. Banks, J., Carson, J., II, Nelson, B., & Nicol, D. (2001). Discrete event system simulation (3rd ed.). Saddle River: Prentice Hall.
4. Baquette, B. W. (2003). Process control, modeling, design, and simulation. Upper Saddle River, New Jersey: Prentice Hall.
5. Belkin, J., Blumstein, A., & Glass, W. (1971). JUSSIM, an interactive computer program for analysis of criminal justice systems (Working Paper). Carnegie-Mellon University: Urban Systems Institute, School of Urban and Public Affairs.
6. Blumstein, A. (1967). Systems analysis and the criminal justice system. Annals of the American Academy of Political and Social Science, 374(November), 91-100.
7. Blumstein, A. (2002). Crime modeling. Operations Research, 50(1), 16-24.
8. Blumstein, A., Cassidy, G., & Hopkinson, G. (1975). Systems analysis and the Canadian justice system (CANJUS Project Report No. 14). Ottawa, Canada:, Ministry of the Solicitor General.
9. Blumstein, A., Cassidy, G., & Townsend, J. (1974). Implementation of a systems approach to the Canadian criminal justice system (Statistics Division Report No. 3). Ottawa, Canada: Ministry of the Solicitor General.
10. Blumstein, A., & Larson, R. (1972). Analysis of a total criminal justice system. In A. Drake, R. Keeney, & P. Morse (Eds.), Analysis of public systems. Boston: Massachusetts Institute of Technology.
11. Bramson, M., & Dai, J. G. (2001). Heavy traffic limits for some queuing networks. Annals of Applied Probability, 11, 49-90.
12. Brantingham, P. (1977). Dynamic modeling of the felony court system. Unpublished doctoral dissertation, Florida State University.
13. Brantingham, P., & Brantingham, P. (2004). Computer simulation as a tool for environmental criminologists. Security Journal, 17(1), 21-30.
14. Burke, P. J. (1956). The output of queuing system. Operations Research, 4, 699-704.
15. Carrington, P. J., Matarazzo, A., & deSouza, P. (2006). Court careers of a Canadian birth cohort. Ottawa, Canada: Canadian Centre for Justice Statistics, Statistics Canada.
16. Carson, J. (2004). Introduction to modeling and simulation. In R. Ingalls, M. Rosetti, J. Smith, & B. Peters (Eds), Proceedings of the 2004 Winter Simulation Conference, Monterey, California.
17. Cassidy, G. (1985). Modelling a criminal justice system. In D. Farrington & R. Tarling (Eds.), Prediction in criminology. Albany, New York: State University of New York Press.
18. Cassidy, G., Hopkinson, G., & Mead, D. (1976). Use of systems models in planning and evaluation (CANJUS Project Report No. 25). Ottawa, Canada: Ministry of the Solicitor General.
19. Cellier, F. E. (1991). Continuous system modeling. New York: Springer-Verlag.
20. Chaiken, J., Crabill, T., Holiday, L., Jaquette, D., Lawless, M., & Quade, E. (1977). Summary of operational criminal justice models. In S. Nagel (Ed.), Modeling the criminal justice system. Beverly Hills, CA: Sage Publications.
21. Chung, C. (2004). Simulation modeling handbook: A practical approach. New York: CRC Press.
22. Cohen, J., Fields, K., Lettre, M., Stafford, R., & Walker, C. (1973). Implementation of the JUSSIM model in a criminal justice planning agency. Journal of Research in Crime and Delinquency, 10(2), 117-131.
23. Comfort, J., Shapiro, S., & Volcansek-Clark, M. (1982). Development of a simulation model of criminal caseflow activities, Decision and policy variables. Miami, FL: Florida International University.
24. Erlang, A. K. (1909). The theory of probabilities and telephone conversations. Nyt Tidsskrift Matematik, 20, 33-39.
25. Forrester, J. (1968). Principles of systems. Cambridge: Wright-Allen Press, Inc.
26. Forrester, J. W. (1994). System dynamics, Systems thinking and soft OR. System Dynamics Review, 10(2-3), 245-256.
27. Foschio, L. (1973). Empirical research and the problem of court delay. In Law Enforcement Assistance Administration (Ed.), Reducing court delay. Washington: U.S. Department of Justice.
28. Gross, D., & Harris, C. (1974). Fundamentals in queuing theory. New York: Wiley & Sons.
29. Hann, R., Bailey, L., & Ross, M. (1973). Decision making in the Canadian criminal court system: A systems analysis Volume I & II. Toronto: Centre of Criminology, University of Toronto.
30. Hann, R., & Salzman, L. (1976). CANCOURT - I: A computerized system simulation model to support planning in court systems. Toronto: Decision Dynamics Corporation.
31. Harper, P. (2002). A Framework for operational modelling of hospital resources. Health Care Management Science, 5, 165-173.
32. Harries, R. (2001). Criminal justice modeling. London: Home Office Strategic Policy Team.
33. Harrison, G., Ivatts, S., & Millard, P. (2003). Mathematical modelling: How and why. British Journal of Health Care Management, 9, 144-150.
34. Haynes, P. (1973). Reducing court delay. In Law Enforcement Assistance Administration (Ed.), Reducing Court Delay. Washington: U.S. Department of Justice.
35. Homer, J., & Hirsch, G. (2006). Systems dynamics modeling for public health: Background and opportunities. American Journal of Public Health, 96(3), 452-458.
36. th ed.). New York: McGraw-Hill, Inc.
37. Larson, R., Cahn, M., & Shell, M. (1993). Improving the New York City arrest-to-arraignment system. Interfaces, 23(2), 76-96.
38. Law Reform Commission of Canada. (1994). Trial within a reasonable time. Ottawa, Canada: Public Works and Government Services Canada.
39. Lind, B., Chilvers, M., & Weatherburn, D. (2001). Simulating the New South Wales criminal justice system: A stock and flow approach. Sydney, Australia: New South Wales Bureau of Crime Statistics and Research.
40. Livingston, M., Stewart, A., & Palk, G. (2005). A micro-simulation model of the juvenile justice system in queensland. In A. Zerger & R. M. Argent (Eds). In Proceedings of the MODSIM 2005 International Congress on Modelling and Simulation.
41. Lowery, J. (1998). Getting started in simulation in healthcare. In D. Medeiros, E. Watson, J. Carson & M. Manivannan (Eds), Proceedings of the 1998 Winter Simulation Conference, Washington, D.C.
42. Malm, A., Pollard, N., Brantingham, P. J., Tinsley, P., Plecas, D., Brantingham, P. L., et al. (2005). A 30 year analysis of police service delivery and costing in British Columbia. Ottawa, Canada: "E" Division, Royal Canadian Mounted Police.
43. Mathworks (2004). Simulink: Simulation and model based design (Version 6).
44. McAllister, W., Atchinson, J., & Jacobs, N. (1991). A simulation model of pretrial felony case processing: A queuing system analysis. Journal of Quantitative Criminology, 7(3), 291-314.
45. McGinnis, J. (1989). Predicting police force attrition, promotion and demographic change: A computer simulation model. Canadian Police College Journal, 13(2), 87-127.
46. McGraw-Hill Dictionary of Scientific and Technical Terms (2003). McGraw-Hill Companies, Inc.
47. Medhi, J. (1991). Stochastic models in queuing theory. San Diego, CA: Academic Press.
48. Merritt, N., Fain, T., & Turner, S. (2006). Oregon's get tough sentencing reform: A lesson in justice system adaptation. Criminology & Public Policy, 5(1), 5-36.
49. Mu, S. (1996). Forecasting the need and cost: An exploration of the system dynamics of legal aid. Unpublished doctoral dissertation, Simon Fraser University, Burnaby.
50. National Council on Crime and Delinquency (1987). Correctional population simulation model: Model description. San Francisco: The National Council on Crime and Delinquency.
51. Navarro, J., & Taylor, J. (1967). An application of systems analysis to aid in the efficient administration of justice. Judicature, 51(2), 47-52.
52. Nayar, R., & Bleuel, W. (1973). Simulation of a criminal court case processing system. In Law Enforcement Assistance Administration (Ed.), Reducing court delay. Washington: U.S. Department of Justice.
53. Pooch, U., & Wall, J. (1993). Discrete event simulation: A practical approach. Boca Raton: CRC Press, Inc.
54. Sadowski, D., & Grabau, M. (2004). Tips for successful practice of simulation. In R. Ingalls, M. Rosetti, J. Smith & B. Peters (Eds), Proceedings of the 2004 Winter Simulation Conference, Monterey, California.
55. Schriber, T., & Brunner, D. (2004). Inside discreteevent simulation software: How it works and why it matters. In R. Ingalls, M. Rosetti, J. Smith & B. Peters (Eds), Proceedings of the 2004 Winter Simulation Conference, Monterey, California.
56. SFU Complex Systems Modelling Group. (2006). Modelling the demand for healthcare. Burnaby: British Columbia Ministry of Health.
57. Stewart, A., Spencer, N., O'Connor, I., Palk, G., Livingston, M., & Allard, T. (2004). Juvenile justice simulation model. In Australian Research Council Strategic Partnerships with Industry Research and Training (Vol. August). Brisbane, Australia: Australian Research Council Strategic Partnerships with Industry Research and Training.
58. Stollmack, S. (1973). Predicting inmate populations from arrest, Court disposition and recidivism rates. Journal of Research in Crime and Delinquency, 10(2), 141-162.