Résultats

Linear Mixed Model

Model Info
Info  
Model TypeMixed ModelLinear Mixed model for continuous y
ModellmervarA ~ 1 + varB + condition + condition:varB + ( 1 + varB | subjects )
DistributionGaussianNormal distribution of residuals
DirectionyDependend variable scores
Optimizerbobyqa 
DF methodSatterthwaite 
Sample size52 
Convergedyes 
Y transformnone 
C.I. methodWald 
Note. (Almost) singular fit. Maybe random coefficients variances are too small or correlations among them too large.
[3]

 

Model Results

Model Fit
TypedfLRT X²p
Conditional0.118462.86690.825
Marginal0.053632.86690.413
Note. There were problems in model convergence. Results may be biased. Try to specify a different random component.
[4]

 

Fixed Effects Omnibus Tests
 Fdfdf (res)p
varB0.0215913.9190.890
condition2.46168146.5510.123
varB ✻ condition0.41201146.5580.524

 

Parameter Estimates (Fixed coefficients)
95% Confidence Intervals
NamesEffectEstimateSELowerUpperdftp
(Intercept)(Intercept)0.541750.041470.458170.625319.24013.0632< .001
varBvarB0.029160.19843-0.370750.42913.9190.14690.890
condition1cond_B - cond_A0.128690.08202-0.036620.294046.5511.56900.123
varB ✻ condition1varB ✻ (cond_B - cond_A)-0.214690.33447-0.888760.459446.558-0.64190.524
[5]

 

Random Components
GroupsNameVarianceSDICC
subjects(Intercept)8.044e-40.028360.009850
 varB0.083190.28842 
Residual 0.080870.28437 
Note. Number of Obs: 52 , Number of groups: subjects 9

 

Results Plots

varB ✻ condition

Note: The X-axis is in the X-variable original scale

Références

[1] The jamovi project (2024). jamovi. (Version 2.5) [Computer Software]. Retrieved from https://www.jamovi.org.

[2] R Core Team (2023). R: A Language and environment for statistical computing. (Version 4.3) [Computer software]. Retrieved from https://cran.r-project.org. (R packages retrieved from CRAN snapshot 2024-01-09).

[3] Gallucci, M. (2019). GAMLj: General analyses for linear models. [jamovi module]. Retrieved from https://gamlj.github.io/.

[4] Gallucci, M. (2020). Model goodness of fit in GAMLj. . link.

[5] Lüdecke, Ben-Shachar, Patil & Makowski (2020). Extracting, Computing and Exploring the Parameters of Statistical Models using R. CRAN. link.