Compute the variance of the elements of the vector x.
The variance is defined as
var (x) = 1/(N-1) SUM_i (x(i) - mean(x))^2
If x is a matrix, compute the variance for each column and return them in a row vector.
The argument opt determines the type of normalization to use. Valid values are
normalize with N-1, provides the best unbiased estimator of the variance [default]
normalizes with N, this provides the second moment around the mean
If N==1 the value of opt is ignored and normalization by N is used.
If the optional argument dim is given, operate along this dimension.
See also: cov, std, skewness, kurtosis, moment.
Package: octave