A Simple Deterministic Model for the Spread of Leptospirosis in Thailand
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A Simple Deterministic Model for the Spread of Leptospirosis in Thailand

Authors: W. Triampo, D. Baowan, I.M. Tang, N. Nuttavut, J. Wong-Ekkabut, G. Doungchawee

Abstract:

In this work, we consider a deterministic model for the transmission of leptospirosis which is currently spreading in the Thai population. The SIR model which incorporates the features of this disease is applied to the epidemiological data in Thailand. It is seen that the numerical solutions of the SIR equations are in good agreement with real empirical data. Further improvements are discussed.

Keywords: Leptospirosis, SIR Model, Deterministic model, Thailand.

Digital Object Identifier (DOI): doi.org/10.5281/zenodo.1081017

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References:


[1] S. Faine,(ed), Guideline for control of leptospirosis, World Health Organization Geneva,Vol 67,1982, pp.129.
[2] S. Faine, B. Adler, C. Bolin and P. Perolat, Leptospira and Leptospirosis, 2nd ed., MediSci Ed, Melbourne,1999, pp.272.
[3] J.C. Sherris, An introduction to infectious disease, 2nd ed., Elsevier, New York,1990, pp.432-435.
[4] L. H. Turner, Leptospirosis I. Trans. R. Soc. Trop. Med. Hyg, Vol 61, 1967, pp.842-855.
[5] A. S. Benenson and J. E. Chin, (ed.), Control of communicable diseases manual. American Public Health Association, 2000, pp.293-296.
[6] Reported cases and morbidity rate per 100,000 population of leptospirosis by year in Thailand, (1995-2000), Disease Notification Report, Leptospirosis Control Office 2002.
[7] Annual epidemiological surveillance report 2000, Bureau of epidemiology department of disease control Ministry of Public Health Thailand, Thailand, 2000, pp.183-189.
[8] Annual epidemiological surveillance report 2001, Bureau of epidemiology department of disease control Ministry of Public Health Thailand, Thailand, 2001, pp.179-185.
[9] R. M. Anderson and R.M. May, Infectious Diseases of Humans: Dynamics and Control. Oxford University Press, Oxford, 1991.
[10] W.O. Kermack and A.G. McKendrick, A contribution to the mathematical theory of epidemics, Proceeding of the Royal Society of London, Vol 115, 1927, pp.700-721.