A negative binomial model for sampling mosquitoes in a malaria survey.
Sampling models are investigated for counts of mosquitoes from a malaria field survey conducted by the World Health Organization in Nigeria. The data can be described by a negative binomial model for two-way classified counted data, where the cell means are constrained to satisfy row-by-column independence and the parameter k is constant across rows. An algorithm, based on iterative proportional fitting, is devised for finding maximum likelihood estimates. Sampling properties of the estimates and likelihood-ratio statistics for the small sample sizes of the data are investigated by Monte Carlo experiments. The WHO reported an observation that the relative efficiencies of four trapping methods vary over time. Out of eight villages in the survey area, this observation is found to be true in only the one village that is near a swamp.
D000818:Animals; D009033:Culicidae / Q000472:pathogenicity*; D003710:Demography; D014943:Global Health; D006801:Humans; D008288:Malaria / Q000635:transmission*; D008433:Mathematics; D008954:Models, Biological; D009549:Nigeria