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Acta Arithmetica
Tome 161 (2013)
Précédent
Suivant
Sommaire du
Fascicule no. 1
An effective result of André–Oort type II
Lars Kühne
p. 1-19
Multiplicative functions dictated by Artin symbols
Robert J. Lemke Oliver
p. 21-31
On the sumset of the primes and a linear recurrence
Christian Ballot
;
Florian Luca
p. 33-46
On a congruence of Emma Lehmer related to Euler numbers
John B. Cosgrave
;
Karl Dilcher
p. 47-67
Sur un problème de Rényi et Ivić concernant les fonctions de diviseurs de Piltz
Rimer Zurita
p. 69-100
Sommaire du
Fascicule no. 2
Adelic equidistribution, characterization of equidistribution, and a general equidistribution theorem in non-archimedean dynamics
Yûsuke Okuyama
p. 101-125
On sets of polynomials whose difference set contains no squares
Thái Hoàng Lê
;
Yu-Ru Liu
p. 127-143
The
$n$
-level densities of low-lying zeros of quadratic Dirichlet
$L$
-functions
Jake Levinson
;
Steven J. Miller
p. 145-182
Multiplicative relations on binary recurrences
Florian Luca
;
Volker Ziegler
p. 183-199
Sommaire du
Fascicule no. 3
Characterization of the torsion of the Jacobians of two families of hyperelliptic curves
Tomasz Jędrzejak
p. 201-218
Torsion points in families of Drinfeld modules
Dragos Ghioca
;
Liang-Chung Hsia
p. 219-240
On ranks of Jacobian varieties in prime degree extensions
Dave Mendes da Costa
p. 241-248
Diophantine approximation with partial sums of power series
Bruce C. Berndt
;
Sun Kim
;
M. Tip Phaovibul
;
Alexandru Zaharescu
p. 249-266
Diophantine equations with Euler polynomials
Dijana Kreso
;
Csaba Rakaczki
p. 267-281
Bielliptic and hyperelliptic modular curves
$X(N)$
and the group
$\mathrm {Aut}(X(N))$
Francesc Bars
;
Aristides Kontogeorgis
;
Xavier Xarles
p. 283-299
Sommaire du
Fascicule no. 4
Modular equations for some
$\eta $
-products
François Morain
p. 301-326
On the least common multiple of Lucas subsequences
Shigeki Akiyama
;
Florian Luca
p. 327-349
Elliptic curves over function fields with a large set of integral points
Ricardo P. Conceição
p. 351-370
Mean value theorems for
$L$
-functions over prime polynomials for the rational function field
Julio C. Andrade
;
Jonathan P. Keating
p. 371-385
A note on sumsets of subgroups in
${\mathbb Z}_{p}^{*}$
Derrick Hart
p. 387-395