Fixed randomized quasi-Monte Carlo design

Constructs a deterministic shifted-Halton design in an explicitly supplied integration dimension. Random shifts are generated locally and do not alter R's random-number state. Returned points are strictly inside the open unit hypercube; a design that lands on a boundary is rejected rather than modified.

selection_qmc_design(dimensions, points, scrambles, seed = 1L)

Arguments

dimensions

positive integration dimension.

points

number of points per scramble.

scrambles

number of independently shifted designs.

seed

non-negative integer seed used only to construct the shifts.

Value

Numeric array with dimensions scrambles, points, and dimensions.