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A hierarchical, Bayesian linear regression model using the iris data, with random intercepts and slopes for each of the three species. The slopes and intercepts for each species are uncorrelated in this example.
# linear model parameters int <- normal(0, 10) coef <- normal(0, 10) sd <- cauchy(0, 3, truncation = c(0, Inf)) species_id <- as.numeric(iris$Species) # random intercepts species_int_sd <- lognormal(0, 1) species_int <- normal(0, species_int_sd, dim = 2) species_int_eff <- rbind(0, species_int) # random slopes species_slope_sd <- lognormal(0, 1) species_slope <- normal(0, species_slope_sd, dim = 2) species_slope_eff <- rbind(0, species_slope) # model mu <- int + coef * iris$Sepal.Width + species_int_eff[species_id] + iris$Sepal.Width * species_slope_eff[species_id] distribution(iris$Sepal.Length) <- normal(mu, sd)
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