![]() ![]() Matsumoto and Nishimura 1998 and Nishimura 2000 searched for 32-and 64-bit Mersenne Twisters with period length 2 19937 1, respectively. ![]() Saito and Matsumoto 2009 and (ii) linear output transformations with several memory references Harase 2009.Ī circuit-like description of MT is shown in Figure 1. The key techniques are (i) state transitions with double feedbacks Panneton et al. The aim of this article is to develop 64-bit maximally equidistributed F 2 -linear generators without loss of speed as compared with 64-bit Mersenne Twisters Nishimura 2000. Nishimura 2000 developed 64-bit Mersenne Twisters, and the SIMD-oriented Fast Mersenne Twister (SFMT) generator Saito and Matsumoto 2009 has a function to generate 64-bit unsigned integers.įor graphics processing units, MTGPDC Saito and Matsumoto 2013 is also a good candidate. see // #include "mersenne.Conversely, there exist several 64-bit F 2 -linear generators. The actual number generation is implemented as a functor. The constructor accepts an optional seed value. I have written a live performance test of the Javascript Mersenne Twister: If you leave it empty, 5489 will be used instead. Modifying the seed value will change the sequence of random numbers. These numbers will be computed on the webserver whereas the Javascript code - which generates exactly the same numbers, too - obviously runs in your browser. ![]() My C++ implementation returns exactly the same values as the original code written by Makoto Matsumoto and Takuji Nishimura. This demo will give you the first 10 random numbers generated by the Mersenne Twister. The original C code isn't exactly beautiful, therefore I decided to write my own C++ class.Īnd for the fun of it, I converted the code to Javascript and added two live demos, too Pseudo-random number generator which passes almost all statistical tests. The Mersenne Twister is often regarded as the fastest ![]()
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