htna-named alias of Nestimate::markov_order_test(). Tests
whether a first-order Markov model is adequate for the observed
sequences, or whether a higher order is required, by comparing the
empirical transition structure against orders 1..max_order via
permutation.
Usage
markov_order_test_htna(
data,
max_order = 3L,
n_perm = 500L,
alpha = 0.05,
parallel = FALSE,
n_cores = 2L,
seed = NULL
)Arguments
- data
A data.frame (wide format, one sequence per row) or list of character vectors (one per trajectory). NAs are treated as end of sequence.
- max_order
Integer. Highest Markov order to test. Default 3.
- n_perm
Integer. Number of within-\(w\) permutations per order. Default 500.
- alpha
Numeric. Significance level for order selection. Default 0.05.
- parallel
Logical. Use
parallel::mclapplyfor permutations. DefaultFALSE(setTRUEonly on Unix-like systems).- n_cores
Integer. Cores for parallel execution. Default 2.
- seed
Optional integer seed for reproducibility.
Value
An object of class markov_order_test with components
test_table, optimal_order, and the inputs. See
Nestimate::markov_order_test() for full details and the
corresponding plot() method.
Details
Operates on raw sequence data (a list of character vectors or a
wide-format data frame), not on an htna network object. Use
alongside reliability_htna() and casedrop_reliability_htna()
when assessing whether a Markov-1 transition network is
appropriate before trusting downstream htna analyses.
Suffixed _htna to avoid clashing with
Nestimate::markov_order_test() when both packages are loaded.
Examples
# \donttest{
data(human_ai)
net <- build_htna(human_ai, actor_type = "actor_type")
#> Warning: A network with one long sequence is not recommended and can't be validated using bootstrap and other confirmatory testings.
#> Metadata aggregated per session: ties resolved by first occurrence in 'session_date' (1 sessions), 'cluster' (42 sessions), 'actor_type' (24 sessions)
markov_order_test_htna(net$data, max_order = 2, n_perm = 50, seed = 1)
#> Markov Order Test [within-w permutation, n_perm = 50, alpha = 0.050]
#> 428 sequences / 19346 observations / 12 states
#>
#> Selected order BIC: 1 AIC: 2 permutation-LRT: 2
#>
#> order loglik AIC BIC df g2 p_permutation p_asymptotic
#> 0 -43741.91 87505.83 87592.40 NA NA NA NA
#> 1 -37315.96 74899.92 75954.53 121 12815.99 0.01960784 0
#> 2 -33812.56 69739.12 78057.97 1272 6481.76 0.01960784 0
#> significant
#> NA
#> TRUE
#> TRUE
# }
