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Index « AbsEn.i » - entrée « example »
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List of bibliographic references

Number of relevant bibliographic references: 18.
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?
000037 (2000) Vladimir Maz A [Suède] ; Serguei Nazarov [Russie] ; Boris A. Plamenevskij [Russie]Paradoxes of Limit Passage in Solutions of Boundary Value Problems When Smooth Domains Are Approximated by Polygons
000052 (2012) Israel Kleiner [Canada]Fermat’s Last Theorem: From Fermat to Wiles
000054 (2002) Michal K Ek [République tchèque] ; Florian Luca [Mexique] ; Lawrence Somer [États-Unis]Primality of Fermat 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*
000093 (2007) Alexander S. Kravchuk [Russie] ; Pekka J. Neittaanm Ki [Finlande]Variational Setting of Linear Steady-state Problems
000212 (1986) Vadim Komkov [États-Unis]The Legendre Transformation, Duality and Functional Analytic Approach
000254 (2000) Franz Lemmermeyer [Allemagne]Quartic Reciprocity
000296 (1999) L. T. Berezhnyts'KyiMethod of perturbations of the shape of the boundary in fracture mechanics. Part 3: Cracklinke defects in thin sloping shells
000347 (2001) Jean Gallier [États-Unis]Basics of Affine Geometry
000353 (2011) Jean Gallier [États-Unis]Basics of Affine Geometry
000376 (2013) Guy Barles [France]An Introduction to the Theory of Viscosity Solutions for First-Order Hamilton–Jacobi Equations and Applications
000396 (2007) Henri Cohen [France]Some Diophantine Equations
000399 (2007) Arthur Knoebel ; Jerry Lodder [États-Unis] ; Reinhard Laubenbacher [États-Unis] ; David Pengelley [États-Unis]Patterns in Prime Numbers: The Quadratic Reciprocity Law

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