. | Andrzej Mostowski (1913-1975) Nécrologie |
. | Index alphabétique des tomes LXXXI-XC (1973-1976) |
L. Demers | On spaces which have the shape of C. W. complexes | 1-9 |
J. Johnson | Semi-local lattices | 11-15 |
T. Kuusalo | On the Beurling-Ahlfors functional inequality | 17-22 |
I. Guintchev | Concerning unicoherence of continua | 23-33 |
K. Joshi | Non-symmetric generalizations of theorems of Dyson and Livesay | 35-43 |
M. Morley R. Soare | Boolean algebras, splitting theorems, and Δ02 sets | 45-52 |
J. Burgess D. Miller | Remarks on invariant descriptive set theory | 53-75 |
J. Dydak | A generalization of cohomotopy groups | 77-98 |
D. Sprows | Homeotopy groups of compact 2-manifolds | 99-103 |
V. Lee M. Nadel | On the number of generic models | 105-114 |
D. Edwards R. Geoghegan | Compacta woale shape equivalent to ANR-s | 115-124 |
С. Илиадис | О нерастягливающих отображениях компактов | 125-129 |
J. Dugundji | Positive definite functions and coincidences | 131-142 |
P. Zenor | Some continuous separation axioms | 143-158 |
E. López-Escobar | On an extremely restricted ω-rulo | 159-172 |
K. Kuperberg | A note on the Hurewioz isomorphism theorem in Borsuk's theory of shape | 173-175 |
N. Williams | Tightly packed families of sots | 177-180 |
J. Foran | A note on Lusin's condition (N) | 181-186 |
R. Knoebel | A comment on Balbes' representation theorem for distributive quasi-lattices | 187-188 |
R. McCoy | Function spaces with intervals as domain spaces | 189-198 |
S. Ferry | When e-boundaries are manifolds | 199-210 |
W. Wilczyński | Superpositions of transformations of bounded variation | 211-231 |
L. Górniewicz J. Bryszewski | Multi-valued maps of subsets of Euclidean, spaces | 233-251 |
R. Osborne | Embedding Cantor sets in a manifold. III. Approximating spheres | 253-259 |
J. Baildon | Euler characteristics of 2-manifolds and light open maps | 261-268 |
F. Jensen | Souslin-Klееnе does not imply Beth | 269-273 |
J. Oxtoby | The kernel operation on subsets of a T1-space | 275-284 |
R. Blair | Filter characterizations of z-, C*-, and C-embeddings | 285-300 |