These data arise from a study of analgesic effects of treatments of elderly patients who have neuralgia. Two treatments and a placebo are compared. The response variable is whether the patient reported pain or not. Researchers recorded the age and gender of 60 patients along with the duration of complaint before the treatment began.
Format
A data frame with 60 observations and 5 variables:
Treatment
Factor with 3 levels
A
,B
, andP
. The latter is placeboSex
Factor with two levels
F
andM
Age
Numeric covariate – patient's age in years
Duration
Numeric covariate – duration of the condition before beginning treatment
Pain
Binary response factor with levels
No
andYes
Source
Cai, Weijie (2014) Making Comparisons Fair: How LS-Means Unify the Analysis of Linear Models, SAS Institute, Inc. Technical paper 142-2014, page 12, http://support.sas.com/resources/papers/proceedings14/SAS060-2014.pdf
Examples
# Model and analysis shown in the SAS report:
neuralgia.glm <- glm(Pain ~ Treatment * Sex + Age, family = binomial(),
data = neuralgia)
pairs(emmeans(neuralgia.glm, ~ Treatment, at = list(Sex = "F")),
reverse = TRUE, type = "response", adjust = "bonferroni")
#> NOTE: Results may be misleading due to involvement in interactions
#> contrast odds.ratio SE df null z.ratio p.value
#> B / A 0.398 0.648 Inf 1 -0.566 1.0000
#> P / A 16.892 22.300 Inf 1 2.141 0.0969
#> P / B 42.492 63.400 Inf 1 2.511 0.0361
#>
#> P value adjustment: bonferroni method for 3 tests
#> Tests are performed on the log odds ratio scale