M. Le | On the diophantine equation D1x^4 − D2y^2 = 1 | 1-9 |
A. Knopfmacher J. Knopfmacher | Metric properties of some special p-adic series expansions | 11-19 |
C. Jia | Almost all short intervals containing prime numbers | 21-84 |
C. Mauduit P. Arnoux | Complexité de suites e engendrées par des récurrences unipotentes | 85-97 |
H. Schlickewei | Equations in roots of unity | 99-108 |
T. Komatsu | A certain power series associated with a Beatty sequence | 109-129 |
H. Yu | On Waring’s problem with polynomial summands | 131-144 |
D. Folk | When are global units norms of units? | 145-147 |
H. Faure H. Chaix | Minoration de discrépance en dimension deux | 149-164 |
D. Coray C. Manoil | On large Picard groups and the Hasse Principle for curves and K3 surfaces | 165-189 |
T. Shorey Y. Nesterenko | Perfect powers in products of integers from a block of consecutive integers (II) | 191-198 |
C. Dartyge | Le plus grand facteur premier de n^2 + 1 où n est presque premier | 199-226 |
M. Knopp M. Sheingorn | On Dirichlet series and Hecke triangle groups of infinite volume | 227-244 |
M. Mignotte A. Pethö F. Lemmermeyer | On the family of Thue equations x^3 − (n−1)x^2 y − (n+2)xy^2 − y^3 = k | 245-269 |
M. Huxley W. Nowak | Primitive lattice points in convex planar domains | 271-283 |
P. Kaplan Y. Mimura | Développement en fraction continue à l’entier le plus proche, idéaux α-réduits et un problème d’Eisenstein | 285-304 |
T. Funakura | On characterization of Dirichlet L-functions | 305-315 |
A. Laurinčikas G. Misevičius | On limit distribution of the Riemann zeta-function | 317-334 |
T. Shimada | Fermat quotient of cyclotomic units | 335-358 |
S. Tsuyumine | On values of L-functions of totally real algebraic number fields at integers | 359-392 |