diagnose_tuning() summarizes whether parameter tuning found a
clearly supported parameter combination or a broad set of similarly
performing alternatives. It is intended to help users interpret tuning
output biologically instead of choosing a row from tuning$results by eye.
Usage
diagnose_tuning(
tuning,
primary_metric = tuning$primary_metric,
near_best_tolerance = 0.05,
complete_only = TRUE
)Arguments
- tuning
A
popmaps_tuningorpopmaps_adaptive_tuningobject returned bytune_popmaps()oradaptive_tune_popmaps().- primary_metric
Metric used to rank parameter combinations. Defaults to the metric stored in
tuning.- near_best_tolerance
Non-negative relative tolerance used to define near-best parameter combinations. The default,
0.05, keeps combinations within 5% of the best score for the primary metric.- complete_only
Logical. If
TRUE, diagnose only parameter combinations with no failed validation folds.
Value
A popmaps_tuning_diagnostics list with:
- overview
One-row summary of tuning strength and near-best support.
- near_best
Parameter combinations within
near_best_toleranceof the best score.- parameter_ranges
Near-best and full-grid support for each tuning parameter.
- parameter_effects
Average score by parameter value.
Examples
ex_raster <- raster::aggregate(hija_raster, fact = 240)
tuning <- tune_popmaps(
input_raster = ex_raster,
input_locs = hija_struc,
empirical_pt_dist = c(0, 5),
num_sites = c(5, 6),
num_tested = c(2, 3),
popmod = c(-0.01, -0.05),
quiet = TRUE
)
diagnose_tuning(tuning)
#> POPMAPS tuning diagnostics
#> Primary metric: rmse (minimize)
#> Validation: loo
#> Near-best combinations: 8
#>
#> Overview:
#> validation primary_metric metric_goal n_combinations n_evaluated n_complete
#> loo rmse minimize 16 16 16
#> best_score median_score worst_score best_vs_median_delta
#> 0.1193331 0.1231894 0.1414239 0.003856351
#> best_vs_median_percent best_vs_worst_delta best_vs_worst_percent
#> 3.130424 0.02209083 15.6203
#> near_best_tolerance n_near_best
#> 0.05 8
#>
#> Near-best parameter support:
#> parameter best_value near_best_min near_best_max near_best_unique
#> num_sites 5.00000 5.00000 6.00000 5, 6
#> num_tested 2.00000 2.00000 3.00000 2, 3
#> popmod -0.05000 -0.05000 -0.05000 -0.05
#> half_distance 13.86294 13.86294 13.86294 13.863
#> ten_pct_distance 46.05170 46.05170 46.05170 46.052
#> empirical_pt_dist 0.00000 0.00000 5.00000 0, 5
#> full_min full_max
#> 5.00000 6.00000
#> 2.00000 3.00000
#> -0.05000 -0.01000
#> 13.86294 69.31472
#> 46.05170 230.25851
#> 0.00000 5.00000