| Y. Ouyang | Riemann–Hurwitz formula in basic Z_s - extensions | 1-10 |
| P. Guerzhoy | On Ramanujan congruences between special values of Hecke and Dirichlet L-functions | 11-23 |
| O. Strauch | On distribution functions of ξ(3/2)^n mod 1 | 25-35 |
| M. Ozaki | Kummer’s lemma for Zp -extensions over totally real number fields | 37-44 |
C. Friesen
P. van Wamelen | Class numbers of real quadratic function fields | 45-55 |
| D. Tolev | On a theorem of Bombieri–Vinogradov type for prime numbers from a thin set | 57-68 |
| A. Dujella | On Diophantine quintuples | 69-79 |
H. Niederreiter
C. Xing | Drinfeld modules of rank 1 and algebraic curves with many rational points. II | 81-100 |
| B. Vallée | Opérateurs de Ruelle–Mayer généralisés et analyse en moyenne des algorithmes d’Euclide et de Gauss | 101-144 |
A. Sárközy
C. Mauduit | On the arithmetic structure of the integers whose sum of digits is fixed | 145-173 |
| Z. Sun | Exact m-covers and the linear form Σ_{s=1}^k x_s/n_s | 175-198 |
| H. Li | Diagonal cubic equations | 199-227 |
| R. Maltby | Root systems and the Erdős–Szekeres Problem | 229-245 |
| K. Ono | Tate–Shafarevich groups of the congruent number elliptic curves | 247-252 |
| A. Vazzana | Elementary abelian 2-primary parts of K_2O and related graphs in certain quadratic number fields | 253-264 |
| H. Kojima | On explicit construction of Hilbert–Siegel modular forms of degree two | 265-274 |
| J. Komeda | Cyclic coverings of an elliptic curve with two branch points and the gap sequences at the ramification points | 275-297 |
| A. Sárközy | Paul Erdős’s (1913-1996) | 299-317 |
| . | List of Paul Erdős's publications in number theory | 319-343 |
Y. Nakai
I. Shiokawa | Normality of numbers generated by the values of polynomials at primes | 345-356 |
| C. Baxa | On the distribution of the sequence (nα) with transcendental α | 357-363 |
| G. Elekes | On the number of sums and products | 365-367 |
| Y. Hasegawa | Hyperelliptic modular curves X*_0(N) | 369-385 |
| K. Girstmair | Some linear relations between values of trigonometric functions at kπ/n | 387-398 |
Prosimy o przesyłanie uwag na adres bwm@icm.edu.pl