Reputation: 1
I'm trying to compare the effect of instruction to different groups at different testing times. I have the following variables:
Here's the model I ran:
mod.04.esl.learner.time <-
glmer(Item_Score ~ 1 + Learner_Type*Testing_Time + (1|Part_Number),
data=x.ESL, family=binomial)
summary(mod.04.esl.learner.time)
I get the following FIXED EFFECTS output:
Fixed effects:
Estimate Std. Error z value Pr(>|z|)
(Intercept) 3.3836 0.3013 11.229 < 2e-16 ***
Learner_TypeNOEX 0.2421 0.5053 0.479 0.63187
Learner_TypeTRAD 0.2004 0.4673 0.429 0.66807
Testing_TimeT1 0.5309 0.1682 3.156 0.00160 **
Testing_TimeT2 0.4456 0.1650 2.700 0.00692 **
Learner_TypeNOEX:Testing_TimeT1 0.1136 0.2997 0.379 0.70465
Learner_TypeTRAD:Testing_TimeT1 -0.7340 0.2595 -2.829 0.00467 **
Learner_TypeNOEX:Testing_TimeT2 -0.3439 0.2755 -1.249 0.21181
Learner_TypeTRAD:Testing_TimeT2 -0.4665 0.2621 -1.780 0.07513 .
---
Signif. codes: 0 ‘***’ 0.001 ‘**’ 0.01 ‘*’ 0.05 ‘.’ 0.1 ‘ ’ 1
Now, from everything I've been reading, the results should be interpreted as all rows that fall below "intercept" are being compared to "intercept", with (in my case), (INTERCEPT) being equal to MEAN RATINGS for LING at T0 (because those come first in the alphabetical order???).
So, does that mean the following:
When I try to look at the results based on an interaction plot, I get a different feeling:
.
Any and all help is greatly appreciated!
Upvotes: 0
Views: 2389
Reputation: 501
At first glance, your interpretation of the model output itself makes sense to me.
One reason you are getting strange results here might be because you could be fitting the wrong kind of model. As you have said, your dependent variable is a score that I assume could theoretically range from 0 to 7 (?), making it a continuous variable. However, you are specifying a generalized linear mixed effect model with the family argument set to 'binomial', which would require a binary dependent variable (0/1, "success"/"failure"). If that's the case, then lmer()
instead of glmer()
might be a better choice.
Upvotes: 1