Log-linear models in the analysis of disease prevalence data from survival/sacrifice experiments.
This paper considers the problem of analyzing disease prevalence data from survival experiments in which there may also be some serial sacrifice. The assumptions needed for "standard" analyses are reviewed in the context of a general model recently proposed by the authors. This model is then reparametrized in log-linear form, and a generalized EM algorithm is utilized to obtain maximum likelihood estimates of the parameters for a broad class of unsaturated models. Tests based on the relative likelihood are proposed to investigate the effects of treatment, time, and the presence of other diseases on the prevalences and lethalities of specific diseases of interest. An example is given, using data from a large experiment to investigate the effects of low-level radiation on laboratory mice. Finally, some possible directions for future research are indicated.
D000818:Animals; D003430:Cross-Sectional Studies; D004195:Disease Models, Animal; D051379:Mice; D008954:Models, Biological; D009017:Morbidity; D009026:Mortality; D013223:Statistics as Topic