A GENDER WISE SPATIAL DISTRIBUTION OF MOUTH CANCER USING POISSON-GAMMA MODEL FOR CHENNAI ZONES

Authors

  • P Sampath Statistical Assistant, Department of Epidemiology and Cancer Registry, Cancer Institute (WIA), Adyar, Chennai, Tamil Nadu 600020, India.
  • P R Jayashree Assistant professor, Department of Statistics, Presidency College, Chepauk, Chennai, Tamil Nadu 600005, India.
  • R Srinivasan Senior Technical Assistant, National Institute for Research in Tuberculosis, ICMR, Chetpet, Chennai, Tamil Nadu 600031, India.
  • R Swaminathan Professor and Head, Department of Epidemiology and Cancer Registry, Cancer Institute (WIA), Adyar, Chennai, Tamil Nadu 600020, India.

DOI:

https://doi.org/10.48165/

Keywords:

Disease Mapping, Poisson-Gamma model, Relative risk, Spatial Distribution, Standardized Incidence Ratio/ Standardized Morbidity Ratio

Abstract

Cancer is known to be one of the leading causes of mortality in the world. There were about 14.1  million incidences and 8.2 million deaths due to cancer globally. In terms of mouth cancer Age  Standardized Rate is 4.0 per 100000 populations worldwide and 7.2 per 100000 populations in India. In Chennai, mouth cancer burden has significantly increased over the past decade irrespective of geographical  region. In this paper, the mouth cancer incidence is used to analyze the spatial distribution for high risk and  low risk areas of different zones in Chennai by gender for the period of 2004-2013. The aim of this study is  to fit a Poisson Gamma model and to explore the Empirical Bayesian and frequentist approach for disease  mapping of mouth cancer incidence for Chennai zones by sex. The results of the estimates reveal that the  empirical Bayesian estimate is more stable than the conventional frequentist estimates.  

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Published

2019-03-14

How to Cite

Sampath, P., Jayashree, P.R., Srinivasan, R., & Swaminathan, R. (2019). A GENDER WISE SPATIAL DISTRIBUTION OF MOUTH CANCER USING POISSON-GAMMA MODEL FOR CHENNAI ZONES . Bulletin of Pure & Applied Sciences- Mathematics and Statistics, 38(1), 41–48. https://doi.org/10.48165/