J. Parnami A. Rajwade M. Agrawal | Jacobi sums and cyclotomic numbers for a finite field | 1-13 |
S. Srinivasan | A note on |αp - q| | 15-18 |
Y. Matsuoka | Generalizations of Ramanujan's formulae | 19-26 |
А. Соколовский | Об одной теореме А. Шаркози | 27-31 |
J. Colliot-Thélène J. Sansuc | Sur le principe de Hasse et l'approximation faible, et sur une hypothèse de Schinzel | 33-53 |
C. Cordes | Quadratic forms over fields with four quaternion algebras | 55-70 |
J. Riddell | Partitions into distinct small primes | 71-84 |
D. Heath-Brown | Gaps between primes, and the pair correlation of zeros of the zeta-function | 85-99 |
A. Bazylewicz | Traces of monomials in algebraic numbers | 101-116 |
J. Wójcik | On the density of some sets of primes connected with cyclotomic polynomials | 117-131 |
G. Mullen | Matrix equivalence over finite fields | 133-139 |
S. Wagstaff Jr. | Pseudoprimes and a generalization of Artin's conjecture | 141-150 |
J. Wójcik | On the congruence f(x^k) ≡ 0 mod q, where q is a prime and f is a k-normal polynomial | 151-161 |
A. Ostrowski | On the error term in multidimensional diophantine approximation | 163-183 |
R. Béjian | Minoration de la discrépance d'une suite quelconque sur T | 185-202 |
A. Schinzel | An application of Hilbert's irreducibility theorem to diophantine equations | 203-211 |
J. Beard Jr. R. Mcconnel | Matrix field extensions | 213-221 |
J. Hinz | Eine Anwendung der Selbergschen Siebmethode in algebraisehen Zahlkörpern | 223-254 |
T. Shorey | The equation ax^m + by^m = cx^n + dy^n | 255-260 |
R. Hudson K. Williams | An application of a formula of Western to the evaluation of certain Jacobsthal sums | 261-276 |
U. Zannier | A note on recurrent mod p sequences | 277-280 |
D. Rawsthorne | Selberg's sieve estimate with a one sided hypothesis | 281-289 |
E. Reyssat | Propriétés d'indépendance algébrique de nombres liés aux fonctions de Weierstrass | 291-310 |
R. Hudson K. Williams | Congruences for representations of primes by binary quadratic forms | 311-322 |
R. Matthews | Some generalisations of Chebyshev polynomials and their induced group structure over a finite field | 323-335 |
H. Faure | Discrépance de suites associées à un système de numération (en dimension s) | 337-351 |
M. Newman | Cyclotomic units and Hilbert's Satz 90 | 353-357 |
E. Fouvry | Répartition des suites dans les progressions arithmétiques | 359-382 |
V. Schulze | Erweiterung eines Satzes von Schinzel über Potenzreste | 383-394 |
P. Erdös A. Sárközy | Some asymptotic formulas on generalized divisor functions, III | 395-411 |