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Acta Arithmetica
Tome 162 (2014)
Précédent
Suivant
Sommaire du
Fascicule no. 1
Koecher–Maass series of a certain half-integral weight modular form related to the Duke–Imamoḡlu–Ikeda lift
Hidenori Katsurada
;
Hisa-aki Kawamura
p. 1-42
A note on two linear forms
Nikolay Moshchevitin
p. 43-50
A class of permutation trinomials over finite fields
Xiang-dong Hou
p. 51-64
Optimal
$\mathcal {L}_{2}$
discrepancy bounds for higher order digital sequences over the finite field
$\mathbb {F}_{2}$
Josef Dick
;
Friedrich Pillichshammer
p. 65-99
Sommaire du
Fascicule no. 2
Some new maps and ideals in classical Iwasawa theory with applications
David Solomon
p. 101-140
On some mean value results for the zeta-function in short intervals
Aleksandar Ivić
p. 141-158
A ternary Diophantine inequality over primes
Roger Baker
;
Andreas Weingartner
p. 159-196
The digamma function, Euler–Lehmer constants and their
$p$
-adic counterparts
T. Chatterjee
;
S. Gun
p. 197-208
Sommaire du
Fascicule no. 3
The additive complements of primes and Goldbach's problem
Li-Xia Dai
;
Hao Pan
p. 209-221
On the concentration of certain additive functions
Dimitris Koukoulopoulos
p. 223-241
An extension of a theorem of Duffin and Schaeffer in Diophantine approximation
Faustin Adiceam
p. 243-254
Four squares of primes and powers of 2
Lilu Zhao
p. 255-271
Transcendence results on the generating functions of the characteristic functions of certain self-generating sets
Peter Bundschuh
;
Keijo Väänänen
p. 273-288
On the range of Carmichael's universal-exponent function
Florian Luca
;
Carl Pomerance
p. 289-308
Sommaire du
Fascicule no. 4
Nonvanishing of automorphic
$L$
-functions at special points
Zhao Xu
p. 309-335
A functional relation for Tornheim's double zeta functions
Kazuhiro Onodera
p. 337-354
A generalization of Dirichlet's unit theorem
Paul Fili
;
Zachary Miner
p. 355-368
Exceptional sets in Waring's problem: two squares and
$s$
biquadrates
Lilu Zhao
p. 369-379
Solutions to
$xyz = 1$
and
$x+y+z = k$
in algebraic integers of small degree, I
H. G. Grundman
;
L. L. Hall-Seelig
p. 381-392
Root separation for reducible integer polynomials
Yann Bugeaud
;
Andrej Dujella
p. 393-403