augmentLHS              Augment a Latin Hypercube Design
createAddelKemp         Create an orthogonal array using the
                        Addelman-Kempthorne algorithm. The addelkemp
                        program produces 'OA( 2q^2, k, q, 2 )', 'k <=
                        2q+1', for odd prime powers 'q'.
createAddelKemp3        Create an orthogonal array using the
                        Addelman-Kempthorne algorithm with '2q^3' rows.
                        The addelkemp3 program produces 'OA( 2*q^3, k,
                        q, 2 )', 'k <= 2q^2+2q+1', for prime powers
                        'q'. 'q' may be an odd prime power, or 'q' may
                        be 2 or 4.
createAddelKempN        Create an orthogonal array using the
                        Addelman-Kempthorne algorithm with alternate
                        strength
createBose              Create an orthogonal array using the Bose
                        algorithm.  The bose program produces 'OA( q^2,
                        k, q, 2 )', 'k <= q+1' for prime powers 'q'.
createBoseBush          Create an orthogonal array using the Bose-Bush
                        algorithm. The bosebush program produces 'OA(
                        2q^2, k, q, 2 )', 'k <= 2q+1', for powers of 2,
                        'q=2^r'.
createBoseBushl         Create an orthogonal array using the Bose-Bush
                        algorithm with alternate strength >= 3. The
                        bosebushl program produces 'OA( lambda*q^2, k,
                        q, 2 )', 'k <= lambda*q+1', for prime powers
                        'q' and 'lambda > 1'.  Both 'q' and 'lambda'
                        must be powers of the same prime.
createBush              Create an orthogonal array using the Bush
                        algorithm.  The bush program produces 'OA( q^3,
                        k, q, 3 )', 'k <= q+1' for prime powers 'q'.
createBusht             Create an orthogonal array using the Bush
                        algorithm with alternate strength. The bush
                        program produces 'OA( q^t, k, q, t )', 'k <=
                        q+1', 't>=3', for prime powers 'q'.
create_oalhs            Create an orthogonal array Latin hypercube
geneticLHS              Latin Hypercube Sampling with a Genetic
                        Algorithm
improvedLHS             Improved Latin Hypercube Sample
maximinLHS              Maximin Latin Hypercube Sample
oa_to_oalhs             Create a Latin hypercube from an orthogonal
                        array
optAugmentLHS           Optimal Augmented Latin Hypercube Sample
optSeededLHS            Optimum Seeded Latin Hypercube Sample
optimumLHS              Optimum Latin Hypercube Sample
randomLHS               Construct a random Latin hypercube design
runifint                Create a Random Sample of Uniform Integers
