S. Cohen A. Movahhedi A. Salinier | Double transitivity of Galois groups of trinomials | 1-15 |
M. Le | On the diophantine equation (x^m + 1)(x^n + 1) = y^2 | 17-26 |
Y. Park S. Kwon | Determination of all imaginary abelian sextic number fields with class number ≤ 11 | 27-43 |
W. Zhai X. Cao | On the average number of direct factors of finite abelian groups | 45-55 |
K. Dohmae | A note on Sinnott’s index formula | 57-67 |
P. Walsh | On integer solutions to x^2 − dy^2 = 1, z^2 − 2dy^2 = 1 | 69-76 |
S. Fukuhara | The space of period polynomials | 77-93 |
A. Choudhry | On arithmetic progressions of equal lengths and equal products of terms | 95-97 |
E. Carletti G. Monti Bragadin | Errata to the paper “On a functional equation satisfied by certain Dirichlet series” (Acta Arith. 71 (1995), 265–272) | 99-101 |
W. Chu | Hypergeometric series and the Riemann zeta function | 103-118 |
C. Faivre | On decimal and continued fraction expansions of a real number | 119-128 |
M. Epkenhans | On double covers of the generalized alternating group Z_d ≀ U_m as Galois groups over algebraic number fields | 129-145 |
N. Saradha | On perfect powers in products with terms from arithmetic progressions | 147-172 |
S. Louboutin | The class number one problem for the non-abelian normal CM-fields of degree 16 | 173-196 |
J. Liu T. Zhan | The ternary Goldbach problem in arithmetic progressions | 197-227 |
J. Meyer | Properties of certain integer-valued analogues of Dedekind sums | 229-242 |
M. Filaseta I. Solan | Norms of factors of polynomials | 243-255 |
L. Lucht | Arithmetical aspects of certain functional equations | 257-277 |
T. Hibino N. Murabayashi | Modular equations of hyperelliptic X_0(N) and an application | 279-291 |
J. Dixon | Polynomials with nontrivial relations between their roots | 293-302 |
B. Brindza Á. Pintér | On the irreducibility of some polynomials in two variables | 303-307 |
A. Guthmann | New integral representations for the square of the Riemann zeta-function | 309-330 |
Y. Park D. Kim | Gauss sums for orthogonal groups over a finite field of characteristic two | 331-357 |
S. Fermigier | Une courbe elliptique définie sur Q de rang ≥ 22 | 359-363 |
A. Sárközy C. Mauduit | On finite pseudorandom binary sequences I: Measure of pseudorandomness, the Legendre symbol | 365-377 |
L. Zhang | Ramanujan’s class invariants, Kronecker’s limit formula and modular equations (III) | 379-392 |
P. Tzermias M. Klassen | Algebraic points of low degree on the Fermat quintic | 393-401 |
P. Moree P. Stevenhagen | Prime divisors of Lucas sequences | 403-410 |