Reputation: 105
How to specificy the contrasts (point estimates, 95CI and p-values) for the between-group differences of the within-group delta changes?
In the example below, I would be interest in the between-groups (group = 1 minus group = 2) of delta changes (time = 3 minus time = 1).
df and model:
demo3 <- read.csv("https://stats.idre.ucla.edu/stat/data/demo3.csv")
## Convert variables to factor
demo3 <- within(demo3, {
group <- factor(group)
time <- factor(time)
id <- factor(id)
})
par(cex = .6)
demo3$time <- as.factor(demo3$time)
demo3.aov <- aov(pulse ~ group * time + Error(id), data = demo3)
summary(demo3.aov)
Neither of these chunks of code achieve my goal, correct?
m2 <- emmeans(demo3.aov, "group", by = "time")
pairs(m2)
m22 <- emmeans(demo3.aov, c("group", "time") )
pairs(m22)
Upvotes: 0
Views: 197
Reputation: 6770
Look at the documentation for emmeans::contrast
and in particular the argument interaction
. If I understand your question correctly, you might want
summary(contrast(m22, interaction = c("pairwise", "dunnett")),
infer = c(TRUE, TRUE))
which would compute Dunnett-style contrasts for time
(each time vs. time1), and compare those for group1 - group2. The summary(..., infer = c(TRUE, TRUE))
part overrides the default that tests but not CIs are shown.
You could also do this in stanges:
time.con <- contrast(m22, "dunnett", by = "group", name = "timediff")
summary(pairs(time.con, by = NULL), infer = c(TRUE, TRUE))
If you truly want just time 3 - time 1, then replace time.con
with
time.con1 <- contrast(m22, list(`time3-time1` = c(-1, 0, 1, 0, 0))
(I don't know how many times you have. I assumed 5 in the above.)
Upvotes: 1