A STATISTICAL INFERENCE ANALYSIS ON CRIME RATES IN PENINSULAR MALAYSIA USING GEOGRAPHICAL WEIGHTED REGRESSION

Article 5

Authors

DOI:

https://doi.org/10.46754/jmsi.2021.12.005

Keywords:

Geographical Weighted Regression (GWR), Multiple Linear Regression (MLR), Violence crime rate, Statistical inference

Abstract

Geographical Weighted Regression (GWR) is used to improve decisionmaking in spatial analysis. Instead of the Ordinary Least Square (OLS) regression method that gives a single estimated parameter, the GWR method can provide unique estimated parameters in each location. This study aims to conduct a formal statistical inferential framework on the violent crime rate using the GWR. This analysis discovers the geographical distribution and pattern of criminal cases in Peninsular Malaysia using the average crime rates from 2000-2009, with focus on on violent crime. The comparison of OLS regression, known as Multiple Linear Regression (MLR) with the GWR method, was done to show that GWR was the best model. The GWR output suggests that about 30% of districts showed a significant correlation between violent crime and non-citizen rates. These findings contradict the result from the MLR model, also known global model. The global model could not create any other connection to explain the lack of parameter-location correspondence. Finally, the importance of local relationships in crime studies is necessary to understand the actual crime rate.

References

A. S. Sidhu. (2005). An academic and statistical analysis. Journal of The Kuala Lumpur Royal Malaysia Police College, 1(4), 1-28.

S. Zakaria, & N. A. Rahman. (2016). The mapping of spatial patterns of property crime in Malaysia: Normal mixture model approach. Journal of Business and Social Development, 4(1), 1- 11.

S. Smith, K. Gangopadhyay, S. Singh Gill, & S. McIntosh. (2018). A Relationship Between Fines and Violent Crimes. 2018 IEEE Fourth International Conference on Big Data Computing Service and Applications (BigDataService), 115-120. doi:10.1109/BigDataService.2018.00025.

B. Remi. (2018). Routine activity, population(s) and crime: spatial heterogeneity and conflicting propositions about the neighborhood crime-population link. Applied Geography, 95(2017), 79-87. doi: 10.1016/j.apgeog.2018.04.016.

R. E. Stein, J. F. Conley & C. Davis. (2016). The differential impact of physical disorder and collective efficacy: A geographically weighted regression on violent crime. GeoJournal, 81(3), 351–365. doi: 10.1007/s10708-015-9626-6.

C. F. Tang. (2011). An exploration of the dynamic relationship between tourist arrivals, inflation, unemployment, and crime rates in Malaysia. International Journal of Social Economics, 38(1), 50-69. doi: 10.1108/03068291111091963.

M. A. R. A. Rahim. (2016). The dependencies of economic indicators towards violent crime: A case study in Malaysia (Bachelor Dissertation).

M. Cahill & G. Mulligan. (2007). Using geographically weighted regression to explore local crime patterns. Social Science Computer Review, 25(2), 174-193. doi:10.1177/0894439307298925.

S. A. Matthews & T. C. Yang. (2012). Mapping the results of local statistics: Using geographically weighted regression. Demographic Research, 26, 151.

S. Zakaria, & N. A. Rahman. (2017). Explorative spatial analysis of crime rates among the district of Peninsular Malaysia: Geographically weighted regression. In Proceedings of the International Conference on Computing, Mathematics and Statistics

(iCMS 2015) (pp.145-156). Singapore: Springer. doi: 10.1007/978-981-10-2772-7_15.

S. Zakaria, & N. A. Rahman. (2015). Analysing the violent crime patterns in Peninsular Malaysia: Exploratory spatial data analysis (ESDA) approach. Jurnal Teknologi, 72(1).

N. A. Rahman., S. Zakaria. (2012). The household-based socioeconomic index for every districts Peninsular Malaysia. In Proceeding of World Academy of Science, Engineering and Technology.

A. J. Dobson. (1990). An introduction to Generalised Linear Models. London: Chapman and Hall

A. S. Fotheringham, C. Brunsdon & M. Charlton. (2002). Geographically Weighted Regression: The Analysis of Spatially Varying Relationships. Wiley. https://www.wiley.com/enmy/Geographically+Weighted+Regression:+The+Analysis+of+Spatially+Varying+Relationships+-p-9780471496168.

T. Nakaya. (2014). Geographically Weighted Regression (GWR) Software, GWR 4.0. ASU GeoDa Center website. https.geodacenter.asu.edu/gwrsoftware.

N. E. Zaini & S. Zakaria. (2018). A statistical analysis for geographical weighted regression, IOP Conference Series: Earth and Environmental Science, 169(1). doi:10.1088/1755-1315/ 169/1/012105.

N. Misman, H. Mohd Adnan, A. S. Firdaus & C. M. Ahmad. (2017). Foreign nationals as offenders and victims in Malaysian crime news. SHS Web of Conferences, 33(28). doi:10.1051/shsconf/20173300028.

N. Demleitner & J. Sands. (2002). Noncitizen offenders and immigration crimes: New challenges in the federal system. Federal Sentencing Reporter, 14(5), 247-254. doi:10.1525/fsr.2002.14.5.247.

A. Leerkes, G. Engbersen & J. van der Leun. (2012). Crime among irregular immigrants and the influence of internal border control. Crime Law Soc Change, 58, 15-38. https://doi.org/10.1007/s10611-012-9367-0.

C. E. Kubrin, J. R. Hipp and Y. A. Kim. (2018). Different than the sum of its parts: Examining the unique impacts of immigrant groups on neighbourhood crime rates, J Quant Criminal, 34, 1-36. https://doi.org/10.1007/s10940-016-9320-y.

A. R. da Silva & A. S. Fotheringham. (2016). The multiple testing issue in geographically weighted regression. Geographical Analysis, 48(3), 233-247.

Downloads

Published

31-12-2021