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29328 → 29337 of 76009 results First • • • Last
29328.
trie-based memo functions
 
Summary
(no translation yet)
Located in Package: libghc-memotrie-dev
29329.
trie-based memo functions; documentation
 
Summary
(no translation yet)
Located in Package: libghc-memotrie-doc
29330.
trie-based memo functions; profiling libraries
 
Summary
(no translation yet)
Located in Package: libghc-memotrie-prof
29331.
MemoTrie provides a basis for memoized functions over some domains, using tries.
 
Description
(no translation yet)
Located in Package: libghc-memotrie-prof Package: libghc-memotrie-doc Package: libghc-memotrie-dev
29332.
SIMD Fast Mersenne Twister generator of pseudo-random numbers
 
Summary
Générateur rapide Mersenne Twister SIMD de nombres pseudo-aléatoires
Translated by Sylvie Gallet
Reviewed by gisele perreault
Located in Package: libghc-mersenne-random-dev
29333.
SIMD Fast Mersenne Twister generator of pseudo-random numbers; documentation
 
Summary
Générateur rapide Mersenne Twister SIMD de nombres pseudo-aléatoires[nbsp]; documentation
Translated and reviewed by Sylvie Gallet
Located in Package: libghc-mersenne-random-doc
29334.
SIMD Fast Mersenne Twister generator of pseudo-random numbers; profiling libs
 
Summary
(no translation yet)
Located in Package: libghc-mersenne-random-prof
29335.
The Mersenne twister is a pseudorandom number generator developed by Makoto Matsumoto and Takuji Nishimura that is based on a matrix linear recurrence over a finite binary field. It provides for fast generation of very high-quality pseudo-random numbers.
 
Description
(no translation yet)
Located in Package: libghc-mersenne-random-prof Package: libghc-mersenne-random-doc Package: libghc-mersenne-random-dev
29336.
This library uses SFMT, the SIMD-oriented Fast Mersenne Twister, a variant of Mersenne Twister that is much faster than the original.
 
Description
(no translation yet)
Located in Package: libghc-mersenne-random-prof Package: libghc-mersenne-random-doc Package: libghc-mersenne-random-dev
29337.
By default the period of the function is 2^19937-1. Note that this algorithm on its own is not cryptographically secure.
 
Description
Par défaut, la période de la fonction est de 2^19937-1. Notez que cet algorithme lui-même n'est pas cryptographiquement sûr.
Translated by Sylvie Gallet
Reviewed by gisele perreault
Located in Package: libghc-mersenne-random-prof Package: libghc-mersenne-random-doc Package: libghc-mersenne-random-dev
29328 → 29337 of 76009 results First • • • Last

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