Simulate draws from a statistical model to return a data frame of estimates.
Usage
simulate_model(model, iterations = 1000, ...)
# Default S3 method
simulate_model(model, iterations = 1000, component = "all", ...)
Arguments
- model
Statistical model (no Bayesian models).
- iterations
The number of draws to simulate/bootstrap.
- ...
Arguments passed to
insight::get_varcov()
, e.g. to allow simulated draws to be based on heteroscedasticity consistent variance covariance matrices.- component
Should all parameters, parameters for the conditional model, for the zero-inflation part of the model, or the dispersion model be returned? Applies to models with zero-inflation and/or dispersion component.
component
may be one of"conditional"
,"zi"
,"zero-inflated"
,"dispersion"
or"all"
(default). May be abbreviated.
Details
Technical Details
simulate_model()
is a computationally faster alternative
to bootstrap_model()
. Simulated draws for coefficients are based
on a multivariate normal distribution (MASS::mvrnorm()
) with mean
mu = coef(model)
and variance Sigma = vcov(model)
.
Models with Zero-Inflation Component
For models from packages glmmTMB, pscl, GLMMadaptive and
countreg, the component
argument can be used to specify
which parameters should be simulated. For all other models, parameters
from the conditional component (fixed effects) are simulated. This may
include smooth terms, but not random effects.
Model components
Possible values for the component
argument depend on the model class.
Following are valid options:
"all"
: returns all model components, applies to all models, but will only have an effect for models with more than just the conditional model component."conditional"
: only returns the conditional component, i.e. "fixed effects" terms from the model. Will only have an effect for models with more than just the conditional model component."smooth_terms"
: returns smooth terms, only applies to GAMs (or similar models that may contain smooth terms)."zero_inflated"
(or"zi"
): returns the zero-inflation component."dispersion"
: returns the dispersion model component. This is common for models with zero-inflation or that can model the dispersion parameter."instruments"
: for instrumental-variable or some fixed effects regression, returns the instruments."nonlinear"
: for non-linear models (like models of classnlmerMod
ornls
), returns staring estimates for the nonlinear parameters."correlation"
: for models with correlation-component, likegls
, the variables used to describe the correlation structure are returned.
Special models
Some model classes also allow rather uncommon options. These are:
mhurdle:
"infrequent_purchase"
,"ip"
, and"auxiliary"
BGGM:
"correlation"
and"intercept"
BFBayesFactor, glmx:
"extra"
averaging:
"conditional"
and"full"
mjoint:
"survival"
mfx:
"precision"
,"marginal"
betareg, DirichletRegModel:
"precision"
mvord:
"thresholds"
and"correlation"
clm2:
"scale"
selection:
"selection"
,"outcome"
, and"auxiliary"
lavaan: One or more of
"regression"
,"correlation"
,"loading"
,"variance"
,"defined"
, or"mean"
. Can also be"all"
to include all components.
For models of class brmsfit
(package brms), even more options are
possible for the component
argument, which are not all documented in detail
here.
Examples
model <- lm(Sepal.Length ~ Species * Petal.Width + Petal.Length, data = iris)
head(simulate_model(model))
#> (Intercept) Speciesversicolor Speciesvirginica Petal.Width Petal.Length
#> 1 3.436303 -0.7644174 -1.921772 0.81511491 0.8968868
#> 2 3.352833 -1.3050538 -2.057244 0.58321747 1.0497614
#> 3 3.724642 -0.7274907 -1.377786 0.65939731 0.7937357
#> 4 3.368219 -1.2476274 -2.599220 0.33148979 1.0075941
#> 5 3.383443 -1.5451483 -2.851981 -0.08413517 1.0958122
#> 6 3.591734 -1.2903453 -2.781200 0.32582409 0.9524036
#> Speciesversicolor:Petal.Width Speciesvirginica:Petal.Width
#> 1 -1.1498087 -0.7648875
#> 2 -1.0266680 -0.8025617
#> 3 -0.9864884 -0.7338618
#> 4 -0.6499459 -0.2341848
#> 5 -0.3796449 0.1095252
#> 6 -0.6257724 -0.0805681
# \donttest{
if (require("glmmTMB", quietly = TRUE)) {
model <- glmmTMB(
count ~ spp + mined + (1 | site),
ziformula = ~mined,
family = poisson(),
data = Salamanders
)
head(simulate_model(model))
head(simulate_model(model, component = "zero_inflated"))
}
#> (Intercept) minedno
#> 1 1.0070148 -2.037876
#> 2 0.6898270 -1.774201
#> 3 0.7126957 -1.687886
#> 4 0.8666444 -1.847277
#> 5 0.9512715 -1.788466
#> 6 0.6543926 -1.515102
# }