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Chapter 3 of Gaussian Processes for Machine Learning outlines non-parametric methods for estimating the success probability of a spatially correlated binary response. The main idea is assuming the probability of success is a Gaussian proccess that has gone through an inverse link function. The mathematics involved are more complicated than kriging, and the simplest approaches involve Laplace approximations in Bayesian inference. It would be good to implement this in ggspatreg.
The text was updated successfully, but these errors were encountered:
Chapter 3 of Gaussian Processes for Machine Learning outlines non-parametric methods for estimating the success probability of a spatially correlated binary response. The main idea is assuming the probability of success is a Gaussian proccess that has gone through an inverse link function. The mathematics involved are more complicated than kriging, and the simplest approaches involve Laplace approximations in Bayesian inference. It would be good to implement this in ggspatreg.
The text was updated successfully, but these errors were encountered: