Give regularly spaced points on interval $[-c,c]$ with mean 0
(exactly) and variance about 1 (very close for evenn
and larger round.dig). Note that $c$ depends on n.
Usage
unif(n, round.dig = 1 + trunc(log10(n)))
Arguments
n
positive integer specifying the number of points desired.
round.dig
integer indicating to how many digits the result is
rounded.
Value
numeric vector of length n, symmetric around {0}, hence
with exact mean 0, and variance approximately 1.