| W. Hodges | Models in which all long indiscernible sequences, are inscernible sets | 1-6 |
| J. Truss | On succesors in cardinal arithmetic | 7-21 |
| S. Morris | Locally compact groups and b-varieties of topological groups | 23-26 |
| R. Dickamn | Some mapping characterizations of unicoherence | 27-35 |
| R. O'Malley | Strong essential cluster sets. | 37-42 |
| L. Pacholski | On countably universal Boolean algebras compact classes of models | 43-60 |
| G. Gordh | Concerning closed quasi-orders on hereditarily unicoherent continua | 61-73 |
J. Aarts
T. Nishiura | Covering dimension modulo a class of spaces | 75-97 |
P. Morales
G. Fox | Strongly additive functions on lattices | 99-106 |
| M. Moszyńska | Various approaches to the fundamental groups | 107-118 |
| R. Balbes | On free pseudo-complemented and relatively pseudo-complemented semi-lattices | 119-131 |
| E. Kocela | Properties of some generalizations of the notion of continuity of a function | 133-139 |
| J. Thomas | On the Liaponov type fixed point theorem | 141-143 |
| S. Spież | On a plane compactum with the maximal shape | 145-156 |
| T. Šalát | On transfinite sequences of B-measurable functions | 157-162 |
| W. Cutler | Property Z and property Y sets in F-manifolds | 163-167 |
| H. Schirmer | Homotopy for small multifunctions | 169-176 |
| M. Janowitz | On a paper by Iqbalunnisa | 177-182 |
| D. Mattson | Real maximal round filters in proximity spaces | 183-188 |
| W. Guzicki | A remark on the independence of a basis hypothesis | 189-191 |
A. Hajnal
J. Baumgartner | A proff (involving Martin's axiom) of a partition relation | 193-203 |
| R. Datko | On the integration of set-valued mappings in a Banach space | 205-208 |
B. Ball
J. Ford | Spaces of ANR's. II | 209-216 |
S. Nadler
J. Quinn | Embedding certain eompactifications of a half-ray | 217-225 |
| K. Nagami | Minimal class generated by open compact and perfect mappings | 227-264 |
| J. Rogers | Inducting approximations homotopic to maps between inverse limits | 250-289 |
| J. Ceder | On decomposing the plane into x0 connected or one-to-one curves | 265-273 |
| R. Freiwald | Cardinalities of metric completions | 275-280 |
| T. Przymusiński | A Lindelöf space X such that X2 is normal but not paracompact | 291-296 |
Prosimy o przesyłanie uwag na adres bwm@icm.edu.pl