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To compare null model without and fuller model with predictor in their fixed part, while allowing random intercepts. 2. To assess ICC of empty model, as per Snijders & Bosker (1999, 1E).
Use-case
See e.g. Twisk (2010) Chapter 3?; Snijders & Bosker 1999 on ICC
Is your feature request related to a problem?
Able to compare model with and without predictor, while taking random intercepts into account.
Is your feature request related to a JASP module?
Mixed Models
Describe the solution you would like
In MixedModelsLMM, allow formula = y~1+(1|clusters), and report the LMM.
Describe alternatives that you have considered
add a column of constants (1), and use that as predictor
Additional context
Ideally I would also like to compare
y ~ 1 + (1|clusters),
y ~ 1 + (1+x|clusters),
and y ~ 1 + x + (1+x|clusters).
Currently only the latter LMM is possible. But comparing these three models is often relevant.
See also Faraway (2006) p.171 (ISBN 978-1-58488-424-8)
The text was updated successfully, but these errors were encountered:
I think my request is the same. JASP does not allow an intercept-only logistic linear mixed effects model. The use case is to ascertain whether a proportion is significantly different from 0.5, while accounting for a random effect. See the attached JASP file. will not run intercept-only logistic generalized linear mixed effects model.zip
Description
allow LMM with intercept-only fixed part
Purpose
Use-case
See e.g. Twisk (2010) Chapter 3?; Snijders & Bosker 1999 on ICC
Is your feature request related to a problem?
Able to compare model with and without predictor, while taking random intercepts into account.
Is your feature request related to a JASP module?
Mixed Models
Describe the solution you would like
In MixedModelsLMM, allow formula = y~1+(1|clusters), and report the LMM.
Describe alternatives that you have considered
add a column of constants (1), and use that as predictor
Additional context
Ideally I would also like to compare
y ~ 1 + (1|clusters),
y ~ 1 + (1+x|clusters),
and y ~ 1 + x + (1+x|clusters).
Currently only the latter LMM is possible. But comparing these three models is often relevant.
See also Faraway (2006) p.171 (ISBN 978-1-58488-424-8)
The text was updated successfully, but these errors were encountered: