Description Usage Arguments Details Value See Also Examples
Fit a linear mixed-effects model (LMM) to simulated ratings data.
1 |
.data |
Data frame, with the format as resulting from a call
to |
main_effect |
Whether to test the main effect of repetition (TRUE) or the repetition-by-interval interaction (FALSE; the default). |
This function is used to estimate parameters for power
analysis with simulated data. fit_lmem
fits a linear-mixed
effects model to the data with lmer
and tests
the specified effect (interaction or main effect) using a
likelihood-ratio test. If the interaction is to be tested, the
following two models are compared.
trating ~ R * (I1 + I2 + I3) +
(1 + R:I1 + R:I2 + R:I3 || subj_id) +
(1 + R:I1 + R:I2 + R:I3 || stim_id)
trating ~ R + I1 + I2 + I3 +
(1 + R:I1 + R:I2 + R:I3 || subj_id) +
(1 + R:I1 + R:I2 + R:I3 || stim_id)
.
If the main effect is to be tested, then the following two models are compared.
trating ~ R * (I1 + I2 + I3) +
(1 + R || subj_id) +
(1 + R || stim_id)
trating ~ I1 + I2 + I3 + R:I1 + R:I2 + R:I3) +
(1 + R || subj_id) +
(1 + R || stim_id)
.
A vector, with the following elements.
(Intercept)
Fixed-effects estimate of the intercept.
R
Fixed-effects estimate of the main effect of repetition.
I1
Fixed-effects estimate of the main effect of interval (1).
I2
Fixed-effects estimate of the main effect of interval (2).
I3
Fixed-effects estimate of the main effect of interval (3).
R:I1
Fixed-effects estimate of the interaction (1).
R:I2
Fixed-effects estimate of the interaction (2).
R:I3
Fixed-effects estimate of the interaction (3).
Deviance for the model including the effect(s) of interest.
Deviance for the model excluding the effect(s) of interest.
Chi-square value for the likelihood ratio test.
Associated p-value.
Whether the covariance matrix for model 1 was singular.
Whether the covariance matrix for model 2 was singular.
Whether model 1 converged.
Whether model 2 converged.
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