| M. Bhaskaran | Cyclic decomposition of polynomials | 1-5 |
L. Chawla
E. Torrance | Three restricted product-sum partition functions | 7-13 |
| W. Klotz | Generalization of some theorems on sets of multiples and primitive sequences | 15-26 |
| A. Fujii | Some remarks on Goldbach's problem | 27-35 |
| A. Terras | The Fourier expansion of Epstein's zeta function over an algebraic number field and its consequences for algebraic number theory | 37-53 |
| M. Jutila | Zero-density estimates for L-functions | 55-62 |
M. Waldschmidt
W. Brownawell | The algebraic independence of certain numbers to algebraic powers | 63-71 |
| M. Hirschhorn | Polynomial identities which imply identities of Euler and Jacobi | 73-78 |
| J. Coquet | Remarques sur les nombres de Pisot-Vijayaraghavan | 79-87 |
| D. Boyd | Pisot sequences which satisfy no linear recurrence | 89-98 |
J. Coquet
M. Mendès-France | Suites à spectre vide et suites pseudo-aléatoires | 99-106 |
| Я. Мозер | О законе Грама в теории дзета-функции Римана | 107-113 |
J. Hsia
A. Earnest | Spinor genera under field extensions, I | 115-128 |
W. Jurkat
O. Körner
H. Fiedler | Asymptotic expansions of finite theta series | 129-146 |
| W. Schaal | Der Satz von Erdös und Fuchs in reell-quadratischen Zahlkörpern | 147-156 |
| J. Bovey | A new upper bound for Waring's problem (mod p) | 157-162 |
| J. Pintz | Elementary methods in the theory of L-functions, V. The theorems of Landau and Page | 163-171 |
| J. Pintz | Elementary methods in the theory of L-functions, VI. On the least prime quadratic residue (mod p) | 173-178 |
| W. Narkiewicz | Values of integer-valued multiplicative functions in residue classes | 179-182 |
M. Madan
D. Madden | The exponent of class groups on congruence function fields | 183-205 |
| N. De Bruijn | Johannes G. van der Corput (1890-1975). A biographical note | 207-208 |
W. Jehne
N. Klingen | Superprimes and a generalized Frobenius symbol | 209-232 |
| W. Vélez | Some remarks on a number theoretic problem of Graham | 233-238 |
| P. Kaplan | Unités de norme -1 de Q (√p) et corps de classes de degré 8 de Q (√-p) où p est un nombre premier congru à 1 modulo 8 | 239-243 |
| A. Schinzel | Abelian binomials, power resiudes and exponential congruences | 245-274 |
| W. Schmidt | Diophantine approximation in power series fields | 275-296 |
M. Huxley
M. Jutila | Large values of Dirichlet polynomials, IV | 297-312 |
| . | ERRATA. Acta Arithmetica XXXII(1977) | 312-312 |
| I. Ruzsa | General multiplicative functions | 313-347 |
K. Győry
A. Pethö | Über die Verteilung der Lösungen von Normformen Gleichungen, II | 349-363 |
| P. Toffin | Conditions suffisantes d'équirépartition modulo 1 de suites (f(n))_{n∊N} et (f(p_n))_{n∊N} | 365-385 |
| E. Brinitzer | Eine asymptotische Formel für Summen über die reziproken Werte additiver Funktionen | 387-391 |
| R. Hall | On the constant β(k) in Rosser's sieve | 393-395 |
| J. Pintz | Elementary methods in the theory of L-functions, VII. Upperbound for L(1,χ) | 397-406 |
L. Carlitz
A. Long, Jr. | The factorization of Q(L(x_1), ..., L(x_k)) over a finite field where Q (x_1,...,x_k) is of first degree and L(x) is linear | 407-420 |
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