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Malaria models

Published online by Cambridge University Press:  01 July 2016

Klaus Dietz
Klaus Dietz*
Affiliation:
World Health Organization, Geneva
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Extract

There exists already a considerable literature about a mathematical approach to the description and control of malaria (see Ross (1911); Martini (1921); Lotka (1923); Moshkovskii (1950); Macdonald (1957), (1968)). This note gives an outline of the main assumptions of a simulation model which has been developed in close co-operation with epidemiologists, entomologists and immunologists in connection with a field project in Northern Nigeria where the necessary data for testing the model are being collected.

Type
II. Some Particular Epidemic and Cell Models
Information
Advances in Applied Probability , Volume 3 , Issue 2 , Autumn 1971 , pp. 208 - 210
Copyright
Copyright © Applied Probability Trust 1971 

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References

Cuellar, C. B. (1969) The critical level of interference in species eradication of mosquitoes. Bull. W. H. O. 40, 213–219.Google Scholar
Lotka, A. (1923) Contribution to the analysis of malaria epidemiology. Amer. J. Hyg. 3, January Supplement , 1–121.Google Scholar
Macdonald, G. (1957) The Epidemiology and Control of Malaria. Oxford University Press, London.Google Scholar
Macdonald, G. et al (1968) The dynamics of malaria. Bull. W. H. O. 38, 743–755.Google Scholar
Martini, E. (1921) Berechnungen und Beobachtungen zur Epidemiologie und Bekämpfung der Malaria. Gente, Hamburg.Google Scholar
Moshkovskii, Sh. D. (1950) Osnovnye zakonomernosti epidemiologii maliarii. Izdatelstvo AMN, SSSR, Moskva.Google Scholar
Ross, R. (1911) The Prevention of Malaria (2nd edition). Murray, London.Google ScholarPubMed