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Toposym 2

General Topology and its Relations to Modern Analysis and Algebra
Proceedings of the second Prague topological symposium, 1966

Editor:
Organized by: Czechoslovak Academy of Sciences
Venue: Prague, 1966

Publisher: Academia Publishing House of the Czechoslovak Academy of Sciences, Praha, 1967

MR0232329 | Zbl 0168.24201
MSC: 00.00, 00B25, 54-06, 54.00

Table of Contents

[5] Foreword.  
7 From the report of the organizing committee.  
8 List of foreign participants.  
[9] List of Czechoslovak participants.  
11-14 List of communications.  
17-21 Remarks on an algebraic structure for a topology.  Abbott, J. C.
22-24 О розмерности $\text{dm}$ топологических пространств.  Adnadjević, D.
25-30 Projection-spectra.  Alexandroff, P.; Ponomarev, V.
31-38 Some special methods of homeomorphism theory in infinite-dimensional topology.  Anderson, R. D.
39-41 Point countable open coverings in countably compact spaces.  Aquaro, G.
42 On some results concerning $k$-spaces.  Arhangel'skii, Aleksander V.
43-44 Remarks on product spaces.  Atsuji, M.
45-51 Paracompact subsets.  Aull, C. E.
52-55 Projective covers in certain categories of topological spaces.  Banaschewski, B.
56-62 A hereditarily infinite dimensional space.  Bing, R. H.
63-67 Two classes of almost periodic functions on topological $T_0$-groups.  Boseck, H.
68-73 Eine fixierte Kurve in $E^3$.  Bothe, H. G.
74-76 Circumscribing convex sets.  Bourgin, D. G.; Mendel, C. W.
77-82 Beziehungen zwischen gewissen Topologien in noetherschen Ringen.  Budach, L.
83-86 Borel subsets of metric separable spaces.  Bukovský, L.
87-94 Differential structures.  Ciampa, S.
95-100 Locally compact realcompactifications.  Comfort, W. W.
101-102 Syntopogene halbgruppen.  Császár, Á.
103-104 Abgeschwächte Trennungsaxiome.  Császár, K.
105-106 Richtungsräume und Richtungsdimension.  Deák, E.
107 Order structures and topological structures.  DeMarr, R. E.
108-110 Preclosed multivalued mappings.  Dinh-Nho-Chuöng
111-114 On Urysohn's lemma.  Dowker, C. H.
115-117 On finite $T_0$-spaces.  Doyle, P. H.
118-121 Some new concepts of dimension and their generalization.  Duda, R.
122-128 On separation and approximation of real functions defined on a Choquet simplex.  Edwards, D. A.
129-130 Extremal disconnectedness and dyadicity.  Efimov, B.
131-132 Quelques démonstrations nouvelles dans la théorie des ensembles boreliens.  Engelking, R.
133-139 Über die Realisierung von Boole-Algebren als Boole-Algebren regulär offener Mengen.  Flachsmeyer, J.
140-141 Baire sets which are Borelian subspaces.  Frolík, Z.
142-143 Types of ultrafilters on countable sets.  Frolík, Z.
144-146 The space $\beta N$ and the continuum hypothesis.  Gillman, L.
147-155 Integration in topologischen Vektorräumen und lokal $p$-konvexen Algebren.  Gramsch, B.
156-160 Über die Quotiententopologie als Spur der Potenz einer Topologie.  Grimeisen, G.
161-163 The compactness operator in general topology.  de Groot, J.
164-170 O компактификации пространств близости.  Khadzhiivanov, N.
171-175 Homogene Topologien in Polynomringen.  Haße, K.
176-181 Concerning a categorial approach to topological and algebraic theories.  Hedrlín, Z.; Pultr, A.; Trnková, V.
182-183 Uniform dimension of mappings.  Hejcman, J.
184-189 Gelfand-Naimark theorems for non-commutative topological rings.  Hofmann, K. H.
190-194 Categorial methods in topology.  Hušek, Miroslav
195-199 Отношения смежности и $H$-замкнутые расширния.  Ivanova, V. M.; Ivanov, A. A.
200-204 Algebras of germs of Fourier transforms.  Jerison, M.
205-206 Remarks on a theorem of B. Pospíšil.  Juhász, I.
207-216 Convergence structures.  Katětov, M.
217-223 Topological embeddings in Euclidean space.  Keldyš, L. V.; Černavskij, A. V.
224-225 Characterization of Fourier-Stieltjes transforms of vector-valued measures.  Kluvánek, I.
226-228 On convergence topologies.  Koutník, V.
229-234 Über ein Konvergenzprinzip bei Spektralzerlegungen.  Kuhnert, F.
235 On discontinuous selectors.  Kuratowski, K.
236-237 On numerical and non-numerical ecart.  Kurepa, D.
238 Некоторые свойства когомологических розмерностей компактов.  Kuz'minov, V. I.
239-240 On quasi-components.  Lelek, A.
241-242 Об одном свойстве нульмерных метрическх ространств.  Levshenko, B.; Smirnov, J. M.
243-245 Zum Eigenwertproblem bei analytischen operatorwertigen Funktionen, deren Koeffizienten positive Operatoren sind.  Maibaum, G.
246-247 Note sur les espaces de voisinages ($V$) et les ordres semi-topogènes.  Mamuzić, Z. P.
248-255 On the Hahn-Mazurkiewicz problem in non-metric spaces.  Mardešić, S.
256-258 A formal connection between projectiveness for compact and not necessarily compact completely regular spaces.  Mioduszewski, J.; Rudolf, L.
259-270 A survey of dimension theory.  Nagata, Jun-iti
271-273 Über die Potenzen $A^\alpha$ $(0\le\alpha\le1)$ eines abgeschlossenen Operators $A$ in einem Banachraum.  Nollau, V.
274-275 Idealtopologien auf geordneten Mengen.  Novotný, M.
276-282 Topological representation of semigroups.  Paalman - de Miranda, A. B.
283 Two theorems of the descriptive theory of point sets.  Ponomarev, V.
284-289 Ein Kompaktheitskriterium für Abbildungsräume mit einer verallgemeinerten uniformen Struktur.  Poppe, H.
290-294 Компактные представления непрерывных алгебраических структур.  Prodanov, I.
295-296 On measurable sets in topological spaces.  Riečan, B.
297-305 Über die verallgemeinerten uniformen Strukturen von Morita und ihre Vervollständigung.  Rinow, W.
306-307 Normale Zahlen und Bairesche Kategorien von Mengen.  Šalát, T.
308-319 Symmetric approach to the fundamental notions of general topology.  Schmidt, J.
320-322 Universal spaces.  Schori, R. M.
323-325 A new dimension type.  Segal, J.
326-329 Topologies compatible with ordering.  Sekanina, M.
330-331 Sur une généralisation de la propriété de Darboux.  Rehermann, C. Silva
332-340 Proximity and construction of compactifications with given properties.  Smirnov, Yu. M.
341-346 The simple dimension of a topological space.  Sobczyk, A.
347-348 Розмернось и мягкие пучки.  Shvedov, I. A.
349-352 Normality and product spaces.  Tamano, H.
353-355 Über eine Klasse Lokalkonvexer Räume.  Tomášek, S.
356-358 Structure of Tchebychev sets.  Wulbert, D. E.
359-360 О конечнократных отображениях.  Zarelua, A. V.
361-362 Algebraic generalization of the topological theorems of Bolzano and Weierstrass.  Zervos, S. P.
363-365 Contents.  
 
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