Compute the regularized incomplete Beta function.
The regularized incomplete Beta function is defined by
x 1 / betainc (x, a, b) = ----------- |t^(a-1) (1-t)^(b-1) dt. beta (a, b) / t=0
If x has more than one component, both a and b must be scalars. If x is a scalar, a and b must be of compatible dimensions.
See also: betaincinv, beta, betaln.
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