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Index « Auteurs » - entrée « Richard Brent »
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Richard Bonichon < Richard Brent < Richard Brown  Facettes :

List of bibliographic references indexed by Richard Brent

Number of relevant bibliographic references: 15.
Ident.Authors (with country if any)Title
000683 (2015) Shi Bai [Nouvelle-Zélande] ; Richard Brent [Australie] ; Emmanuel Thomé [France]Root optimization of polynomials in the number field sieve
002833 (2011) Richard Brent [Australie] ; Paul Zimmermann [France]The Great Trinomial Hunt
002B63 (2010-07-19) Richard Brent [Australie] ; Paul Zimmermann [France]An O(M(n) log n) algorithm for the Jacobi symbol
003238 (2010) Richard Brent ; Paul Zimmermann [France]Modern Computer Arithmetic
003C30 (2009) Richard Brent ; Paul Zimmermann [France]Ten new primitive binary trinomials
004018 (2008-05) Richard Brent [Australie] ; Pierrick Gaudry [France] ; Emmanuel Thomé [France] ; Paul Zimmermann [France]Faster Multiplication in GF(2)[x]
004202 (2008) Richard Brent [Australie] ; Paul Zimmermann [France]A Multi-level Blocking Distinct Degree Factorization Algorithm
004846 (2007-07) Richard Brent ; Paul Zimmermann [France]A Multi-level Blocking Distinct Degree Factorization Algorithm
004A67 (2007) Richard Brent ; Colin Percival ; Paul Zimmermann [France]Error Bounds on Complex Floating-Point Multiplication
005255 (2006) Richard Brent ; Colin Percival ; Paul Zimmermann [France]Errors Bounds on Complex Floating-Point Multiplication
006004 (2005) Richard Brent ; Samuli Larvala ; Paul ZimmermannA Primitive Trinomial of Degree 6972593
007503 (2003) Richard Brent ; Paul ZimmermannRandom number generators with period divisible by a Mersenne prime
007581 (2003) Richard Brent ; Paul ZimmermannAlgorithms for finding almost irreducible and almost primitive trinomials
007D63 (2003) Richard Brent [France] ; Paul Zimmermann [France]Random number generators with period divisible by a Mersenne prime
007E74 (2003) Richard Brent [France] ; Paul Zimmermann [France]Algorithms for finding almost irreducible and almost primitive trinomials

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