knitr::opts_chunk$set(collapse = TRUE, comment = "#>")
The dynamic-state layer models transitions among explicitly declared AOI or process states. Observed states may be used directly, or an optional hidden-state model may separate noisy observations from latent states. A hidden state is not automatically a cognitive state; substantive interpretation requires theory and external validation.
sim <- simulate_dynamic_irtree_data( n_person = 100, n_item = 20, transitions_per_trial = 10, state_misclassification = 0.05, missing_state = 0.10, seed = 42 ) spec <- dynamic_irtree_spec( engine = "multinomial", include_person = TRUE, include_item = TRUE, condition_columns = "condition", transition_predictors = c("time_gap", "score"), structural_zeros = data.frame(from = "submit", to = "prompt") ) fit <- fit_dynamic_irtree(sim$transitions, spec) decode_dynamic_states(fit) transition_residual_diagnostics(fit)
dynamic_transition_design() exposes the exact design matrix, transition mask, state coding, scaling, participant/item indices, and uncertainty weights before estimation.
hidden_spec <- dynamic_irtree_spec( engine = "stan", hidden_states = 3L, missing_state = "marginalize", person_effect = "random", item_effect = "random", chains = 4L, iter_warmup = 1000L, iter_sampling = 1000L ) hidden_fit <- fit_dynamic_irtree(sim$transitions, hidden_spec, seed = 42) probability <- decode_dynamic_states(hidden_fit, method = "probability")
The hidden engine uses a forward algorithm and estimates an emission matrix. The returned probabilities are filtered state probabilities, not claims about named cognition.
baseline <- fit_dynamic_irtree(sim$transitions, dynamic_irtree_spec(engine = "baseline")) multinomial <- fit_dynamic_irtree(sim$transitions, dynamic_irtree_spec(engine = "multinomial")) compare_dynamic_transition_models(list(baseline = baseline, multinomial = multinomial)) programme <- dynamic_irtree_recovery( grid = expand.grid( state_misclassification = c(0, 0.05, 0.15), missing_state = c(0, 0.10) ), replications = 200L )
Promotion requires recovery, coverage, state-error sensitivity, misspecification studies, grouped validation, engine comparison, and empirical reproduction.
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