Sort by: Hits | Alphabetical | <em>Pseudorandom Number</em> Generator This class defines a Pseudo-random number generator that precisely matches the behavior of the MSVCRT 6.0 random routines. | http://www.lycos.com/info/pseudorandom-number-generator.html |
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 | The GNU C Library Pseudo-Random Numbers. This section describes the GNU facilities for generating ... If you want truly random numbers, not just pseudo-random, specify a seed ... | http://www.cs.ui.ac.id/WebKuliah/IKI10100/resources/contest/OnlineJudge/gnudoc/libc/Pseudo-Random_Numbers.html |
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 | <em>Pseudo-Random Numbers The routines for creating pseudo-random numbers in this library all have a period of 2 $^{26} ... Returns uniform pseudo-random numbers in the range 0 to 1 . ... | http://star-www.rl.ac.uk/star/docs/sun194.htx/node63.html |
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 | Amazon.com: <em>pseudo-random numbers A community about pseudo-random numbers. Tag and discover new products. Share your images and discuss your questions with pseudo-random numbers experts. | http://www.amazon.com/tag/pseudo-random numbers |
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 | <em>pseudo-random number</em> generator Definition of pseudo-random number generator, possibly with links to more information and implementations. | http://www.nist.gov/dads/HTML/pseudorandomNumberGen.html |
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 | <em>Pseudo-Random Numbers</em> - The GNU C Library This section describes the GNU facilities for generating a series of pseudo- random numbers. The numbers generated are not truly random; typically, ... | http://www.gnu.org/software/libtool/manual/libc/Pseudo_002dRandom-Numbers.html |
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 | Cessu's blog: Random Access <em>Pseudo-Random Numbers Since my previous post I was approached by a fellow-in-keyboards in need of a " random-access" pseudo-random number generator which could generate the i'th ... | http://cessu.blogspot.com/2008/11/random-access-pseudo-random-numbers.html |
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 | PlanetMath: <em>pseudorandom numbers Generated in a digital computer by a numerical algorithm, pseudorandom numbers are not random, but should appear to be random when used in Monte Carlo ... | http://planetmath.org/encyclopedia/PseudorandomNumbers.html |
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