rank(x, na.last = TRUE, ties.method = c("average", "first", "random", "max", "min"))NAs.
If TRUE, missing values in the data are put last; if
FALSE, they are put first; if NA, they are removed; if
"keep" they are kept with rank NA.x with names copied from
x (unless na.last = NA, when missing values are
removed). The vector is of integer type unless x is a long
vector or ties.method = "average" when it is of double type
(whether or not there are any ties).
NAs), the ranks are
well defined, with values in seq_len(x). With some values equal
(called ‘ties’), the argument ties.method determines the
result at the corresponding indices. The "first" method results
in a permutation with increasing values at each index set of ties.
The "random" method puts these in random order whereas the
default, "average", replaces them by their mean, and
"max" and "min" replaces them by their maximum and
minimum respectively, the latter being the typical sports
ranking. NA values are never considered to be equal: for na.last =
TRUE and na.last = FALSE they are given distinct ranks in
the order in which they occur in x.
NB: rank is not itself generic but xtfrm
is, and rank(xtfrm(x), ....) will have the desired result if
there is a xtfrm method. Otherwise, rank will make use
of ==, >, is.na and extraction methods for
classed objects, possibly rather slowly.
order and sort.
(r1 <- rank(x1 <- c(3, 1, 4, 15, 92)))
x2 <- c(3, 1, 4, 1, 5, 9, 2, 6, 5, 3, 5)
names(x2) <- letters[1:11]
(r2 <- rank(x2)) # ties are averaged
## rank() is "idempotent": rank(rank(x)) == rank(x) :
stopifnot(rank(r1) == r1, rank(r2) == r2)
## ranks without averaging
rank(x2, ties.method= "first") # first occurrence wins
rank(x2, ties.method= "random") # ties broken at random
rank(x2, ties.method= "random") # and again
## keep ties ties, no average
(rma <- rank(x2, ties.method= "max")) # as used classically
(rmi <- rank(x2, ties.method= "min")) # as in Sports
stopifnot(rma + rmi == round(r2 + r2))
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