The effect of population density on the epidemic outbreak of measles or measles‐like infectious diseases was evaluated. Using average‐number contacts with susceptible individuals per infectious individual as a measure of population density, an analytical model for the distribution of the nonstationary stochastic process of susceptible contact is presented. A 5‐dimensional lattice simulation model of disease spread was used to evaluate the effects of four different population densities. A zero‐inflated Poisson probability model was used to quantify the nonstationarity of the contact rate in the stochastic epidemic process. Analysis of the simulation results identified a decrease in a susceptible contact rate from four to three, resulted in a dramatic effect on the distribution of contacts over time, the magnitude of the outbreak, and, ultimately, the spread of disease.
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Tarwater et al. (2001) studied this question.