Nothing
library(hmmTMB)
# Simulate data -----------------------------------------------------------
# number of time steps
n <- 1000
# number of individual time series
n_ID <- 10
# create an empty dataset
dat <- data.frame(ID = factor(rep(1:n_ID, each = n)), count = rep(0, n * n_ID))
# create true model
true_mod <- HMM$new(file = "individual_random_effects_truemod.hmm")
# set random effects
re_sd <- c(0.1, 0.3)
par <- true_mod$coeff_re()$obs
par[1:n_ID] <- rnorm(n_ID, 0, re_sd[1])
par[(n_ID + 1):nrow(par)] <- rnorm(n_ID, 0, re_sd[2])
true_mod$obs()$update_coeff_re(par)
# simulate from true model
set.seed(75145)
dat <- true_mod$simulate(n * n_ID, data = dat)
plot(dat$count ~ dat$ID)
# Fit fixed effects only model --------------------------------------------
# create model to fit
fxmod <- HMM$new(file = "fixed_effects_only_mod.hmm")
# check model formulation
fxmod
# fit model
fxmod$fit()
# Fit random effects model ------------------------------------------------
# create model to fit
mod <- HMM$new(file = "individual_random_effects_mod.hmm")
# check model formulation
mod
# fit model
mod$fit()
# Parameter Inference -----------------------------------------------------
# look at numerical estimates
fxmod$par()
mod$par()
# look at random effect standard deviations
mod$sd_re()
# look at BLUP estimates of random effects
mod$coeff_re()
# compare to true random effects:
plot(mod$coeff_re()$obs[,1], par[,1])
abline(a = 0, b = 1, col = "steelblue")
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