Sinnou David (ed.)
Number Theory
Paris 1992 3
Herausgeber: Cassels, J. W. S.; Hitchin, N. J.; David, Sinnou
Sinnou David (ed.)
Number Theory
Paris 1992 3
Herausgeber: Cassels, J. W. S.; Hitchin, N. J.; David, Sinnou
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This is the fourteenth annual volume arising from the Seminaire de Theorie de Nombres de Paris covering the whole spectrum of number theory.
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This is the fourteenth annual volume arising from the Seminaire de Theorie de Nombres de Paris covering the whole spectrum of number theory.
Produktdetails
- Produktdetails
- Verlag: Cambridge University Press
- Seitenzahl: 304
- Erscheinungstermin: 9. September 2004
- Englisch
- Abmessung: 229mm x 152mm x 18mm
- Gewicht: 496g
- ISBN-13: 9780521559119
- ISBN-10: 0521559111
- Artikelnr.: 21508776
- Verlag: Cambridge University Press
- Seitenzahl: 304
- Erscheinungstermin: 9. September 2004
- Englisch
- Abmessung: 229mm x 152mm x 18mm
- Gewicht: 496g
- ISBN-13: 9780521559119
- ISBN-10: 0521559111
- Artikelnr.: 21508776
1. Decomposition of the integers as a direct sum of two subsets K. Alladi;
2. Théorie des motifs et interpretation géométrique des valeurs p-adic de
G-functions (une introduction) Y. André; 3. A refinement of the
Faltings-Serre method N. Boston; 4. Sous-variétés algébraique des variétés
semi-abéliennes sur un corps fini N. Boxall; 5. Propriétés transcendentes
des fonctions automorphes P. Cohen; 6. Supersingular primes common to two
elliptic curves E. Fouvry and M. Ram Murty; 7. Arithmetical lifting and its
applications V. Gritsenko; 8. Towards an arithmetical analysis of the
continuum G. Harman; 9. On G-adic forms of half integral weight for SL(2)/Q
H. Hida; 10. Structures algébraique sur les réseaux J. Martinet; 11.
Construction of elliptic units in function fields H. Oouhaba; 12. Arbres,
ordres maximaux et formes quadratiques entiéres I. Pays; 13. On a
conjecture that a product of k consecutive positive integers is never equal
to a product of mk consecutive positive integers except for 8.9.10=6! T. N.
Shorey; 14. Rédei-matrices and applications P. Stevenhagen; 15.
Decomposition of the integers as a direct sum of two subsets R. Tijdeman;
16. CM Abelian varieties with almost ordinary reductions Y. G. Zahrin.
2. Théorie des motifs et interpretation géométrique des valeurs p-adic de
G-functions (une introduction) Y. André; 3. A refinement of the
Faltings-Serre method N. Boston; 4. Sous-variétés algébraique des variétés
semi-abéliennes sur un corps fini N. Boxall; 5. Propriétés transcendentes
des fonctions automorphes P. Cohen; 6. Supersingular primes common to two
elliptic curves E. Fouvry and M. Ram Murty; 7. Arithmetical lifting and its
applications V. Gritsenko; 8. Towards an arithmetical analysis of the
continuum G. Harman; 9. On G-adic forms of half integral weight for SL(2)/Q
H. Hida; 10. Structures algébraique sur les réseaux J. Martinet; 11.
Construction of elliptic units in function fields H. Oouhaba; 12. Arbres,
ordres maximaux et formes quadratiques entiéres I. Pays; 13. On a
conjecture that a product of k consecutive positive integers is never equal
to a product of mk consecutive positive integers except for 8.9.10=6! T. N.
Shorey; 14. Rédei-matrices and applications P. Stevenhagen; 15.
Decomposition of the integers as a direct sum of two subsets R. Tijdeman;
16. CM Abelian varieties with almost ordinary reductions Y. G. Zahrin.
1. Decomposition of the integers as a direct sum of two subsets K. Alladi;
2. Théorie des motifs et interpretation géométrique des valeurs p-adic de
G-functions (une introduction) Y. André; 3. A refinement of the
Faltings-Serre method N. Boston; 4. Sous-variétés algébraique des variétés
semi-abéliennes sur un corps fini N. Boxall; 5. Propriétés transcendentes
des fonctions automorphes P. Cohen; 6. Supersingular primes common to two
elliptic curves E. Fouvry and M. Ram Murty; 7. Arithmetical lifting and its
applications V. Gritsenko; 8. Towards an arithmetical analysis of the
continuum G. Harman; 9. On G-adic forms of half integral weight for SL(2)/Q
H. Hida; 10. Structures algébraique sur les réseaux J. Martinet; 11.
Construction of elliptic units in function fields H. Oouhaba; 12. Arbres,
ordres maximaux et formes quadratiques entiéres I. Pays; 13. On a
conjecture that a product of k consecutive positive integers is never equal
to a product of mk consecutive positive integers except for 8.9.10=6! T. N.
Shorey; 14. Rédei-matrices and applications P. Stevenhagen; 15.
Decomposition of the integers as a direct sum of two subsets R. Tijdeman;
16. CM Abelian varieties with almost ordinary reductions Y. G. Zahrin.
2. Théorie des motifs et interpretation géométrique des valeurs p-adic de
G-functions (une introduction) Y. André; 3. A refinement of the
Faltings-Serre method N. Boston; 4. Sous-variétés algébraique des variétés
semi-abéliennes sur un corps fini N. Boxall; 5. Propriétés transcendentes
des fonctions automorphes P. Cohen; 6. Supersingular primes common to two
elliptic curves E. Fouvry and M. Ram Murty; 7. Arithmetical lifting and its
applications V. Gritsenko; 8. Towards an arithmetical analysis of the
continuum G. Harman; 9. On G-adic forms of half integral weight for SL(2)/Q
H. Hida; 10. Structures algébraique sur les réseaux J. Martinet; 11.
Construction of elliptic units in function fields H. Oouhaba; 12. Arbres,
ordres maximaux et formes quadratiques entiéres I. Pays; 13. On a
conjecture that a product of k consecutive positive integers is never equal
to a product of mk consecutive positive integers except for 8.9.10=6! T. N.
Shorey; 14. Rédei-matrices and applications P. Stevenhagen; 15.
Decomposition of the integers as a direct sum of two subsets R. Tijdeman;
16. CM Abelian varieties with almost ordinary reductions Y. G. Zahrin.