I have a vector of numbers:
numbers <- c(4,23,4,23,5,43,54,56,657,67,67,435,
453,435,324,34,456,56,567,65,34,435)
How can I hav
A method that is relatively fast on long vectors and gives a convenient output is to use lengths(split(numbers, numbers))
(note the S at the end of lengths
):
# Make some integer vectors of different sizes
set.seed(123)
x <- sample.int(1e3, 1e4, replace = TRUE)
xl <- sample.int(1e3, 1e6, replace = TRUE)
xxl <-sample.int(1e3, 1e7, replace = TRUE)
# Number of times each value appears in x:
a <- lengths(split(x,x))
# Number of times the value 64 appears:
a["64"]
#~ 64
#~ 15
# Occurences of the first 10 values
a[1:10]
#~ 1 2 3 4 5 6 7 8 9 10
#~ 13 12 6 14 12 5 13 14 11 14
The output is simply a named vector.
The speed appears comparable to rle
proposed by JBecker and even a bit faster on very long vectors. Here is a microbenchmark in R 3.6.2 with some of the functions proposed:
library(microbenchmark)
f1 <- function(vec) lengths(split(vec,vec))
f2 <- function(vec) table(vec)
f3 <- function(vec) rle(sort(vec))
f4 <- function(vec) plyr::count(vec)
microbenchmark(split = f1(x),
table = f2(x),
rle = f3(x),
plyr = f4(x))
#~ Unit: microseconds
#~ expr min lq mean median uq max neval cld
#~ split 402.024 423.2445 492.3400 446.7695 484.3560 2970.107 100 b
#~ table 1234.888 1290.0150 1378.8902 1333.2445 1382.2005 3203.332 100 d
#~ rle 227.685 238.3845 264.2269 245.7935 279.5435 378.514 100 a
#~ plyr 758.866 793.0020 866.9325 843.2290 894.5620 2346.407 100 c
microbenchmark(split = f1(xl),
table = f2(xl),
rle = f3(xl),
plyr = f4(xl))
#~ Unit: milliseconds
#~ expr min lq mean median uq max neval cld
#~ split 21.96075 22.42355 26.39247 23.24847 24.60674 82.88853 100 ab
#~ table 100.30543 104.05397 111.62963 105.54308 110.28732 168.27695 100 c
#~ rle 19.07365 20.64686 23.71367 21.30467 23.22815 78.67523 100 a
#~ plyr 24.33968 25.21049 29.71205 26.50363 27.75960 92.02273 100 b
microbenchmark(split = f1(xxl),
table = f2(xxl),
rle = f3(xxl),
plyr = f4(xxl))
#~ Unit: milliseconds
#~ expr min lq mean median uq max neval cld
#~ split 296.4496 310.9702 342.6766 332.5098 374.6485 421.1348 100 a
#~ table 1151.4551 1239.9688 1283.8998 1288.0994 1323.1833 1385.3040 100 d
#~ rle 399.9442 430.8396 464.2605 471.4376 483.2439 555.9278 100 c
#~ plyr 350.0607 373.1603 414.3596 425.1436 437.8395 506.0169 100 b
Importantly, the only function that also counts the number of missing values NA
is plyr::count
. These can also be obtained separately using sum(is.na(vec))