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. 2013 Jan 17;9(1):e1002801. doi: 10.1371/journal.pcbi.1002801

Figure 1. General structure of the Gaussian Field Latent Class model.

Figure 1

Working backward, we consider the infestation data Inline graphic to be the result of a latent infestation status Inline graphic, observed by imperfect inspectors of sensitivity Inline graphic. The true infestation Inline graphic is a binary manifestation of an underlying continuous infestation predictor Inline graphic. Cofactors and a local error term, Inline graphic, form the local component. The spatial component Inline graphic is modeled as a Gaussian field. The fit parameters, Inline graphic and Inline graphic, respectively tune how distances between neighbors and the streets define the spatial dependency between households in the spatial component.