Chapter: Counting integer and rational points on varieties

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Home > Columbia University number theory seminar: New York, 1992. > Counting integer and rational points on varieties

Columbia University number theory seminar: New York, 1992. |

Société Mathématique de France

Counting integer and rational points on varieties

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Authors

J.H. Silverman.

ARI Id

1668700598998_22060328

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Chapters/Headings	Author(s)	Pages	Info
Formal finiteness and the torsion conjecture on elliptic curves	D. Abramovich
Trinomial equations in function fields	E. Bombieri; J. Mueller
The rank of J₀(N)	A. Brumer
Equidistribution theorems (d'après P. Deligne et N. Katz)	B. Fisher
Rational torsion of prime order in elliptic curves over number fields	S. Kamienny; B. Mazur (with an appendix A. Granville)
Number theoretic constructions of Ramanujan graphs	W.-C. W. Li
Lectures on zeta functions and motives (according to Deninger and Kurokawa)	Y. Manin
Speculations about the topology of rational points: an up-date	B. Mazur
Density of integral and rational points on varieties	J. Pila
Number fields of given degree and bounded discriminant	W.M. Schmidt
The explicit reciprocity law of Bloch-Kato	E. de Shalit
Counting integer and rational points on varieties	J.H. Silverman.
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