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Acta Arithmetica
Tome 137 (2009)
Précédent
Suivant
Sommaire du
Fascicule no. 1
Palindromes dans les progressions arithmétiques
Sylvain Col
p. 1-41
On some new estimates for
$h^-({\mathbb {Q}}(\zeta _p))$
Stanislav Jakubec
p. 43-50
Lower order terms in the 1-level density for families of holomorphic cuspidal newforms
Steven J. Miller
p. 51-98
Sommaire du
Fascicule no. 2
Two conjectures by Zhi-Hong Sun
Constantin N. Beli
p. 99-131
A note on primes of the form
$p=aq^2+1$
Kaisa Matomäki
p. 133-137
On sumfree subsets of hypercubes
Daniel J. Katz
p. 139-153
Quasimodular forms and Poincaré series
Min Ho Lee
p. 155-169
The Lehmer strength bounds for total ramification
John Garza
p. 171-176
Classes de Steinitz d'extensions non abéliennes de degré
$p^{3}$
Clément Bruche
p. 177-191
Elliptic curves with all quadratic twists of positive rank
Tim Dokchitser
;
Vladimir Dokchitser
p. 193-197
Sommaire du
Fascicule no. 3
Addendum on the equation
$aX^4-bY^2=2$
S. Akhtari
;
A. Togbé
;
P. G. Walsh
p. 199-202
A further note on “On the equation
$aX^{4}-bY^{2}=2$
”
P. M. Voutier
p. 203-206
Classifying Lehmer triples
Robert Juricevic
p. 207-232
Powers of a rational number modulo 1 cannot lie in a small interval
Artūras Dubickas
p. 233-239
Estimating heights using auxiliary functions
Charles L. Samuels
p. 241-251
On the logarithmic derivatives of Dirichlet
$L$
-functions at
$s=1$
Yasutaka Ihara
;
V. Kumar Murty
;
Mahoro Shimura
p. 253-276
Variation of the argument of the Riemann
$\xi $
function on vertical lines
Xiannan Li
p. 277-284
A local-global criterion for dynamics on
$\mathbb P^1$
Joseph H. Silverman
;
José Felipe Voloch
p. 285-294
Sommaire du
Fascicule no. 4
Metric and arithmetic properties of mediant-Rosen maps
Cor Kraaikamp
;
Hitoshi Nakada
;
Thomas A. Schmidt
p. 295-324
Inverse Additive Number Theory. XI. Long arithmetic progressions in sets with small sumsets
Gregory A. Freiman
p. 325-331
Power sums of Hecke eigenvalues and application
J. Wu
p. 333-344
Equidistribution of dynamically small subvarieties over the function field of a curve
X. W. C. Faber
p. 345-389