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Acta Arithmetica
Tome 112 (2004)
Précédent
Suivant
Sommaire du
Fascicule no. 1
Répartition des suites
$(n\alpha )_{n\in {\Bbb N}}$
et substitutions
Boris Adamczewski
p. 1-22
Arithmetics of beta-expansions
L. S. Guimond
;
Z. Masáková
;
E. Pelantová
p. 23-40
Sums of cubes of polynomials
Mireille Car
;
Luis Gallardo
p. 41-50
Formes cubiques sur
${\Bbb F}_{2^h} [T]$
Mireille Car
p. 51-74
Bielliptic modular curves
$X_1(N)$
Daeyeol Jeon
;
Chang Heon Kim
p. 75-86
The diophantine equation
$x^2=p^a\pm p^b+1$
Florian Luca
p. 87-101
Sommaire du
Fascicule no. 2
The number of
$k$
-sums of abelian groups of order
$k$
Hong Bing Yu
p. 103-107
Wild kernels at the prime 2
Paul Arne Østvær
p. 109-130
Hecke operators for
${\rm GL}_n$
and buildings
Cristina M. Ballantine
;
John A. Rhodes
;
Thomas R. Shemanske
p. 131-140
Approximate formulae for
$L(1,\chi )$
, II
Olivier Ramaré
p. 141-149
Fractions rationnelles hyperboliques
$p$
-adiques
Jean-Paul Bézivin
p. 151-175
Annihilators for the class group of a cyclic field of prime power degree
C. Greither
;
R. Kučera
p. 177-198
A density result for elliptic Dedekind sums
Hiroshi Ito
p. 199-208
Sommaire du
Fascicule no. 3
On the Tate–Shafarevich group of semistable elliptic curves with a rational 3-torsion
Noboru Aoki
p. 209-227
Digit derivatives and application to zeta measures
Sangtae Jeong
p. 229-245
Metric properties for
$p$
-adic Oppenheim series expansions
Jun Wu
p. 247-261
Congruence monoids
Alfred Geroldinger
;
Franz Halter-Koch
p. 263-296
Large sieve inequality with characters to square moduli
Liangyi Zhao
p. 297-308
On fluctuations in the mean of a sum-of-divisors function
Y.-F. S. Pétermann
p. 309-311
Sommaire du
Fascicule no. 4
Arithmetic properties of numbers with restricted digits
William D. Banks
;
Igor E. Shparlinski
p. 313-332
Sums of values of a rational function
Bjorn Poonen
p. 333-343
$2$
-extensions of
$\mathbb {Q}$
with trivial
$2$
-primary Hilbert kernel
Mikaël Lescop
p. 345-366
On higher-power moments of
${\mit\Delta } (x)$
Wenguang Zhai
p. 367-395
Explicit formulas for strong Davenport pairs
Antonia W. Bluher
p. 397-403
New solutions to
$xyz = x+y+z = 1$
in integers of quartic fields
H. G. Grundman
;
L. L. Hall
p. 405-409