Sequence Covering the Range of X, including X
Produce a sequence of unique values (sorted increasingly),
containing the initial set of values x
.
This can be useful for setting prediction e.g. ranges in nonparametric
regression.
seqXtend(x, length., method = c("simple", "aim", "interpolate"), from = NULL, to = NULL)
x |
numeric vector. |
length. |
integer specifying approximately the desired
|
method |
string specifying the method to be used. The default,
|
from, to |
numbers to be passed to (the default method for)
|
numeric vector of increasing values, of approximate length
length.
(unless length. < length(unique(x))
in which case, the result
is simply sort(unique(x))
),
containing the original values of x
.
From, r <- seqXtend(x, *)
, the original values are at
indices ix <- match(x,r)
, i.e., identical(x, r[ix])
.
method = "interpolate"
typically gives the best results. Calling
roundfixS
, it also need more computational resources
than the other methods.
Martin Maechler
a <- c(1,2,10,12) seqXtend(a, 12)# --> simply 1:12 seqXtend(a, 12, "interp")# ditto seqXtend(a, 12, "aim")# really worse stopifnot(all.equal(seqXtend(a, 12, "interp"), 1:12)) ## for a "general" x, however, "aim" aims better than default x <- c(1.2, 2.4, 4.6, 9.9) length(print(seqXtend(x, 12))) # 14 length(print(seqXtend(x, 12, "aim"))) # 12 length(print(seqXtend(x, 12, "int"))) # 12 ## "interpolate" is really nice: xt <- seqXtend(x, 100, "interp") plot(xt, main="seqXtend(*, 100, \"interpol\")") points(match(x,xt), x, col = 2, pch = 20) # .... you don't even see that it's not equidistant # whereas the cheap method shows ... xt2 <- seqXtend(x, 100) plot(xt2, col="blue") points(match(x,xt2), x, col = 2, pch = 20) ## with "Date" objects Drng <- as.Date(c("2007-11-10", "2012-07-12")) (px <- pretty(Drng, n = 16)) # say, for the main labels ## say, a finer grid, for ticks -- should be almost equidistant n3 <- 3*length(px) summary(as.numeric(diff(seqXtend(px, n3)))) # wildly varying summary(as.numeric(diff(seqXtend(px, n3, "aim")))) # (ditto) summary(as.numeric(diff(seqXtend(px, n3, "int")))) # around 30
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