primary < prime < primer

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List of bibliographic references

Number of relevant bibliographic references: 41.
[0-20] [0 - 20][0 - 41][20-40]

Ident.	Authors (with country if any)	Title
000002 (1991)	Paulo Ribenboim [Canada]	Which Special Kinds of Primes Have Been Considered?
000003 (2005)	Holger Brenner [Royaume-Uni]	On a Problem of Miyaoka
000006 (1996)	Paulo Ribenboim [Canada]	Which Special Kinds of Primes Have Been Considered?
000008 (1988)	Paulo Ribenboim [Canada]	Which Special Kinds of Primes have Been Considered?
000009 (1989)	Paulo Ribenboim [Canada]	Which Special Kinds of Primes have been Considered?
000010 (1991)	Paulo Ribenboim [Canada]	Heuristic and Probabilistic Results about Prime Numbers
000022 (2004)	Paulo Ribenboim [Canada]	Heuristic and Probabilistic Results About Prime Numbers
000027 (1999)	Paulo Ribenboim [Canada]	Algebraic Restrictions on Hypothetical Solutions
000030 (1981)	A. V. Tolstikov	A remark on Fermat's last theorem
000046 (1989)	Paulo Ribenboim [Canada]	Heuristic and Probabilistic Results about Prime Numbers
000049 (1988)	Paulo Ribenboim [Canada]	Heuristic and Probabilistic Results About Prime Numbers
000054 (2002)	Michal K Ek [République tchèque] ; Florian Luca [Mexique] ; Lawrence Somer [États-Unis]	Primality of Fermat Numbers
000063 (1996)	Paulo Ribenboim [Canada]	Heuristic and Probabilistic Results about Prime Numbers
000066 (2006)	Khoongming Khoo [Singapour] ; Guang Gong [Canada] ; Douglas R. Stinson [Canada]	A New Characterization of Semi-bent and Bent Functions on Finite Fields*
000098 (2002)		A polymomial time algorithm to test if a number is a prime or not
000100 (1998)	Michael Mascagni [États-Unis]	Parallel linear congruential generators with prime moduli
000112 (1996)	Sankar Sitaraman	Vandiver Revisited
000140 (1997)	H. W. Lenstra ; P. Stevenhagen Jr.	Class Field Theory and the First Case of Fermat’s Last Theorem
000176 (2007)	Benjamin Fine [États-Unis] ; Gerhard Rosenberger [Allemagne]	Primality Testing: An Overview
000186 (2004)	Richard K. Guy [Canada]	Prime Numbers
000187 (1991)	Paulo Ribenboim [Canada]	How to Recognize Whether a Natural Number is a Prime

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