Computes points in a multi-dimensional Halton sequence, beginning at specified indices and using specified co-prime bases.
A scalar giving the number of values in the Halton points to produce.
A scalar giving the number of dimensions, equal to the number of
van der Corput sequences. Technically,
A scalar or a length
The Halton sequence is a sequence of
dim-dimensional numbers where
each dimension is a (1-dimensional) co-prime van der Corput sequence. Here,
all van der Corput sequences use bases that are prime numbers. See
A matrix of size
dim. Each column corresponds to
a dimension. Each row is a
dim-dimensional Halton point.
van der Corput sequences are described here: http://en.wikipedia.org/wiki/Van_der_Corput_sequence
Halton sequences are described here: http://en.wikipedia.org/wiki/Halton_sequence
Robertson, B.L., J. A. Brown, T. L. McDonald, and P. Jaksons (2013) BAS: "Balanced Acceptance Sampling of Natural Resources", Biometrics, v69, p. 776-784.
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