mixed_model | R Documentation |
One of four related functions for mixed effects analyses (based on lmer
and as_lmerModLmerTest
) to get a linear model for downstream steps, or an ANOVA table.
mixed_model
mixed_anova
mixed_model_slopes
mixed_anova_slopes
.
mixed_model(data, Y_value, Fixed_Factor, Random_Factor, ...)
data |
a data table object, e.g. data.frame or tibble. |
Y_value |
name of column containing quantitative (dependent) variable, provided within "quotes". |
Fixed_Factor |
name(s) of categorical fixed factors (independent variables) provided as a vector if more than one or within "quotes". |
Random_Factor |
name(s) of random factors to allow random intercepts; to be provided as a vector when more than one or within "quotes". |
... |
any additional arguments to pass on to |
These functions require a data table, one dependent variable (Y_value), one or more independent variables (Fixed_Factor), and at least one random factor (Random_Factor). These should match names of variables in the long-format data table exactly.
Outputs of mixed_model
and mixed_model_slopes
can be used for post-hoc comparisons with posthoc_Pairwise
, posthoc_Levelwise
, posthoc_vsRef
, posthoc_Trends_Pairwise
, posthoc_Trends_Levelwise
and posthoc_Trends_vsRef
or with emmeans
.
More than one fixed factors can be provided as a vector (e.g. c("A", "B")). A full model with interaction term is fitted.
This means when Y_value = Y, Fixed_factor = c("A", "B"), Random_factor = "R"
are entered as arguments, these are passed on as Y ~ A*B + (1|R)
(which is equivalent to Y ~ A + B + A:B + (1|R)
).
In mixed_model_slopes
and mixed_anova_slopes
, the following kind of formula is used: Y ~ A*B + (S|R)
(which is equivalent to Y ~ A + B + A:B + (S|R)
).
In this experimental implementation, random slopes and intercepts are fitted ((Slopes_Factor|Random_Factor)
). Only one term each is allowed for Slopes_Factor
and Random_Factor
.
This function returns an S4 object of class "lmerModLmerTest".
#one fixed factor and random factor
mixed_model(data = data_doubling_time,
Y_value = "Doubling_time",
Fixed_Factor = "Student",
Random_Factor = "Experiment")
#two fixed factors as a vector, one random factor
mixed_model(data = data_cholesterol,
Y_value = "Cholesterol",
Fixed_Factor = c("Treatment", "Hospital"),
Random_Factor = "Subject")
#save model
model <- mixed_model(data = data_doubling_time,
Y_value = "Doubling_time",
Fixed_Factor = "Student",
Random_Factor = "Experiment")
#get model summary
summary(model)
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