Knuth's substractive generator

Knuth's substractive random number generator is described in [1].

Knuth's substractive random generator is created in the following way:

KnuthSubstractiveGen().

The long period random number generator of L'Ecuyer with Bays-Durham shuffle

The long period random number generator of L'Ecuyer with Bays-Durham shuffle is based on two congruential random generators:

and

The period of the generator is approximately 2.3*10^18. For the first time it has been described in [2].

LEcuyerShuffleGen() creates a long period random number generator of L'Ecuyer with Bays-Durham shuffle object.

Marsaglia, Zaman and Tsang generator

Marsaglia, Zaman and Tsang random number generator is a combination of two simpler Fibonacci generators. The period of the generator is approximately 2.23*10^43. For the first time it has been described in [3].

MZTGen() creates Marsaglia, Zaman and Tsang random number generator object.

Park-Miller congruential generator

Park-Miller congruential generator is a simple congruential random generator of Park and Miller:

The period of the generator is approximately 2.1 * 10^9. For the first time it has been described in [4].

ParkMillerCongruentialGen() creates a Park-Miller congruential generator object.

Park-Miller congruential generator with shuffle

It is a simple congruential random generator of Park and Miller with Bays-Durham shuffle.

The period of the generator is approximately 2.1 * 10^9. It is described in [1].

ParkMillerShuffleCongruentialGen() creates a Park-Miller congruential generator with shuffle object.