Title of article :
A family of enhanced Lehmer random number generators, with hyperplane suppression, and direct support for certain physical applications Original Research Article
Author/Authors :
Iosif G. Dyadkin، نويسنده , , Kenneth G. Hamilton، نويسنده ,
Issue Information :
دوهفته نامه با شماره پیاپی سال 1997
Pages :
23
From page :
258
To page :
280
Abstract :
Over two hundred congruential pseudorandom number generators, each with a different multiplier, are built into a single assembler routine that returns 32-bit integer and floating-point values. This gives a Monte Carlo user the opportunity of selecting a combination of sequences, so as to provide a greater appearance of chaos. The software makes use of extended 64-bit arithmetic on Intel 386/387 (or higher) chips, thus attaining a period of 262 for each of the individual generators. The routine also features entry points that more directly support certain applications, such as well logging in nuclear geophysics. In addition to the customary uniform (0,1) “white noise” generator, the package provides values distributed according to the exponential and Gaussian distributions, random unit vectors in two and three dimensions, as well as Klein-Nishina and neutron scattering distributions.
Keywords :
Random numbers , Random number generators , Klein-Nishina , Nuclear geophysics , Well logging , Neutron scattering , Petroleum exploration , Monte Carlo , Pseudorandom
Journal title :
Computer Physics Communications
Serial Year :
1997
Journal title :
Computer Physics Communications
Record number :
1134554
Link To Document :
بازگشت