R. Koch
L. McAuley | Semigroups on continua ruled by arcs | 1-8 |
| V. Novák | On the lexicographic dimension of linearly ordered sets | 9-20 |
P. Swingle
R. Dickamn
R. Kelley
L. Rubin | Semigroups and clusters of indecomposability | 21-33 |
| D. Maharam | Incompressible transformations | 35-50 |
| J. Kemperman | On products of sets in a locally compact group | 51-68 |
| S. Kinoshita | On quasi-translations in 3-space | 69-79 |
| E. Marczewski | Homogeneous operations and homogeneous algebras | 81-103 |
| H. Jung | Zum Bernsteinschen Äquivalenzsatz | 105-106 |
| W. Zawadowski | On regular extensions of operator systems. | 107-113 |
| W. Sierpiński | Sur les families d'ensembles infinis des nombres naturels | 115-116 |
| D. Scott | Invariant Borel sets | 117-128 |
| C. Ryll-Nardzewski | On Borel measurability of orbits | 129-130 |
| J. Mioduszewski | Everywhere oscillating functions, extension of the uniformization and homogeneity of the pseudo-arc | 131-155 |
| K. Leland | Topological analysis of analytic functions | 157-182 |
R. Hunter
L. Anderson | Sur les demi-groupes compacts et connexes | 183-187 |
| R. Robinson | Packing closed sets | 189-198 |
| S. Balcerzyk | Correction to "On classes of abelian groups" | 199-202 |
| H. Bothe | Universalmengen bezuglich der Lage im En | 203-212 |
| J. Charatonik | Confluent mappings and unicoherence of continua | 213-220 |
| P. Mostert | A correction to my paper: "Continua meeting an orbit at a point" | 221-222 |
| H. Pickett | Subdirect representations of relational systems | 223-240 |
| K. Ross | Closed subgroups of locally compact Abelian groups | 241-244 |
| R. Koch | Connected chains in quasi-ordered spaces | 245-249 |
| C. Bessaga | On topological classification of complete linear metric spaces | 250-288 |
| E. Rozycki | On Egoroff's theorem | 289-293 |
| D. Bushaw | On boundedness in uniform spaces | 295-300 |
| G. Young | The inversion of Peano continua by analytic functions | 301-311 |
M. Novotný
L. Skula | Über gewisse Topologien auf geordneten Mengen | 313-324 |
| S. Feferman | Some applications of the notions of forcing and generic sets | 325-345 |
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