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Checkpoint
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Serveur d'exploration Sophie Germain - Checkpoint (Istex)

Index « Titre (en) » - entrée « number »
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List of bibliographic references

Number of relevant bibliographic references: 21.
[0-20] [0 - 20][0 - 21][20-20][20-40]
Ident.Authors (with country if any)Title
000040 (2012) Michael Mascagni [États-Unis] ; Lin-Yee Hin [Australie]Parallel random number generators in Monte Carlo derivative pricing: An application-based test
000083 (2010) A. Jon Berrick [Singapour] ; Max Karoubi [France] ; Paul Arne Stv R [Norvège]Hermitian K -theory and 2-regularity for totally real number fields
000086 (2010) Lih-Yuan Deng [États-Unis] ; Henry Horng-Shing Lu [République populaire de Chine, Taïwan] ; Tai-Been Chen [République populaire de Chine, Taïwan]64-Bit and 128-bit DX random number generators
000089 (2009) W. A. Coppel [Australie]The Number of Prime Numbers
000094 (2009) Lih-Yuan Deng [États-Unis] ; Jyh-Jen Horng Shiau [Taïwan] ; Gwei-Hung Tsai [Taïwan]Parallel Random Number Generators Based on Large Order Multiple Recursive Generators
000138 (2007) Leo Corry [Israël]Number crunching vs. number theory: computers and FLT, from Kummer to SWAC (1850–1960), and beyond
000154 (2006) William A. CoppelThe number of prime numbers
000155 (2006) J.-C. Schlage-Puchta [Allemagne]The irrationality of a number theoretical series
000162 (2005) Yuri Ivanovic Manin [Allemagne] ; Alexei A. Panchishkin [France]Some Applications of Elementary Number Theory
000174 (2004) Paulo Ribenboim [Canada]How to Recognize Whether a Natural Number is a Prime
000197 (2002) A polymomial time algorithm to test if a number is a prime or not
000206 (2000) John Rognes ; Paul Arne Stv RTwo-primary algebraic K-theory of two-regular number fields
000214 (2000) Neal Koblitz [États-Unis]A Survey of Number Theory and Cryptography
000224 (1999) Reinhard Laubenbacher [États-Unis] ; David Pengelley [États-Unis]Number Theory: Fermat’s Last Theorem
000237 (1998) Arthur Engel [Allemagne]Number Theory
000257 (1996) Paulo Ribenboim [Canada]How to Recognize Whether a Natural Number Is a Prime
000292 (1992) I. G. Bashmakova ; A. N. RudakovAlgebra and Algebraic Number Theory
000297 (1991) Paulo Ribenboim [Canada]How to Recognize Whether a Natural Number is a Prime
000306 (1990) Andrew Granville [États-Unis]Some Conjectures in Analytic Number Theory And their Connection With Fermat’s Last Theorem
000318 (1989) Paulo Ribenboim [Canada]How to Recognize Whether a Natural Number is a Prime?
000325 (1988) Paulo Ribenboim [Canada]How to Recognize Whether a Natural Number is a Prime?

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