View source: R/contrasts_sum.R
sum_code | R Documentation |
Wrapper around contr.sum, but ensures that the reference level is the first level alphabetically, not the last. Returns a contrast matrix where comparisons give differences between comparison levels and the grand mean.
sum_code(n)
n |
Integer umber of factor levels to compute contrasts for. |
For n levels of factors, generate a matrix with n-1 comparisons where:
Reference level = -1
Comparison level = 1
All others = 0
Example interpretation for a 4 level factor:
Intercept = Grand mean (mean of the means of each level)
grp2 = grp2 - mean(grp4, grp3, grp2, grp1)
grp3 = grp3 - mean(grp4, grp3, grp2, grp1)
grp4 = grp4 - mean(grp4, grp3, grp2, grp1)
Note that when n = 2, the coefficient estimate is half of the difference between the two levels. But, this coincidence does not hold when the number of levels is greater than 2.
A contrast matrix with dimensions n rows and (n-1) columns.
mydf <- data.frame(
grp = gl(4,5),
resp = c(seq(1, 5), seq(5, 9), seq(10, 14), seq(15, 19))
)
mydf <- set_contrasts(mydf, grp ~ sum_code)
lm(resp ~ grp, data = mydf)
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