A. Berard | Characterizations of metric spaces by the use of their midsets: intervals | 1-7 |
H. Charlton | Dimension raising maps for which polyhedra are mapped to polyhedra | 9-10 |
J. Rogers J. Tollefson | Involutions on solenoidal spaces | 11-19 |
G. Grätzer | A reduced free product of lattices | 21-27 |
T. Šalát | Generalization of the notion of the Banach indicatrix | 29-36 |
A. Grzegorczyk | An unfinitizability proof by means of restricted reduced power | 37-49 |
C. Joiner | On Urysohn's universal separable metric space | 51-58 |
R. Telgársky | C-scattered and paracompact spaces | 59-74 |
R. Telgársky H. Kok | The space of rationals is not absolutely paracompact | 75-78 |
J. Boone | A metrization theorem for developable spaces | 79-83 |
P. Fletcher R. McCoy | Galois spaces, representable spaces and strongly locally homogeneous spaces | 85-91 |
J. Johnson | Noetherian lattice modules and semi-local completions | 93-103 |
E. Elliott | Extensions of measures and abstract stochastic processes | 105-111 |
P. Olin | Direct multiples and powers of modules | 113-124 |
E. Ellentuck | A minimal model for strong analysis | 125-131 |
W. Kuperberg | Homotopically labile points of locally compact metric spaces | 133-136 |
D. Harris | Transfinite metrics, sequences and topological properties | 137-142 |
A. Delenau P. Hilton | On Kan extensions of cohomology theories and Serre classes of groups | 143-165 |
J. Nienhuys | A solenoidal and monotlietic minimally almost periodic group | 167-169 |
F. Stevenson | ωμ-metric spaces and ωμ-proximities | 171-178 |
M. Rudin | A normal space X for which X x I is not normal | 179-186 |
K. Wiśniewski | On the axiom of choice for families of finite sets | 187-192 |
B. Krakus | Some properties of convex metric spaces | 193-198 |
H. Herrlich G. Strecker | Coreflective subcategories in general topology | 199-218 |
M. Makkai | Svenonius sentences and Lindström's theory on preservation theorems | 219-233 |
P. Knight | Algebraic equivalence of ordinal numbers | 235-247 |
S. Mukhopadhyay | Some properties of real functions of two variables and some consequences | 249-259 |
K. Nagami | Countable paracompactness of inverse limits and products | 261-270 |
E. Barton | On some problems of Borsuk | 271-274 |