WSAA 4
Abstracta. 4th Winter School on Abstract Analysis
Editor: Frolík, Z.
Organized by: Union of Czechoslovak Mathematicians and Physicists; Charles University (Faculty of Mathematics and Physics)
Venue: Štefanová, Vrátná Dolina, Slovakia, 1976
Publisher: Czechoslovak Academy of Sciences, Praha, 1976
Table of Contents
| [1]-[2] | Foreword. Frolík, Zdeněk |
| 3-4 | [List of] participants: Section A. |
| 5-7 | [List of] participants: Section B. |
| 9-10 | On envelopes in a certain category of ordered topological vector spaces. Flachsmeyer, Jürgen |
| 11-13 | Decompositions of adjoint situations. Hušek, M. |
| 15-22 | Environmentally conditioned self-reproduction. Kůrka, Petr |
| 23-25 | $K_\sigma$-bounded sets and filters on $\omega$. Louveau, A. |
| 27-28 | Ramsey property with respect to filters. Louveau, Alain |
| 29 | On Ulam's hypothesis. Müller, V. |
| 31-41 | On closed lattices. Pavelka, Jan |
| 43-45 | On some combinatorial problems in uniform spaces. Pelant, Jan |
| 47-63 | On categories over the closed categories of fuzzy sets. Pultr, Aleš |
| 65-67 | Atoms in uniformities. Reiterman, J. |
| 69-71 | Concrete refinements of uniform spaces. Vilímovský, J. |
| 73-76 | Gaussian measures on $L_p$ spaces, $0\leq p < \infty$. Byczkowski, Tomasz |
| 77-80 | Radon Nikodym property and set-valued integration. Costé, Alain |
| 81-82 | О векторных интегралах мерах. Dimitrov, D. V. |
| 83-87 | On summations on locally compact spaces. Flachsmeyer, Jürgen; Terpe, Frank |
| 89 | Images of uniform measures. Frolík, Zdeněk |
| 91-94 | Measures vectorielies, measures cylindriques et propriété de Radon-Nikodym. Goldman, A. |
| 95-108 | A survey on lifting in measure theory. Graf, Siegfried |
| 109-112 | On semigroups of $\sigma$-endomorphisms. Iwanik, Anzelm |
| 113-117 | Some theorems on measurable and continuous selections and some applications. Mägerl, G. |
| 119-120 | A new result of G. A. Edgar on representing points in a convex bounded subset of Banach spaces with the Radon-Nikodym property as barycentres of Radon measures. Mankiewicz, P. |
| 121 | An example of J. W. Roberts of a convex compact subset in a linear metric space with no extreme points. Mankiewicz, P. |
| 123-124 | The weak Radon-Nikodym property. Musial, K. |
| 125-128 | Asplund spaces. Namioka, I. |
| 129-130 | Compactness and other questions in spaces of uniform measures. Pachl, Jan |
| 131-132 | Some applications of martingales in Banach spaces. Pechanec, J. |
| 133-134 | Embeding weakly compact sets. Reif, J. |
| 135-139 | Positive definite functions on Abelian semigroups. Ressel, Paul |
| 141-144 | Application of vector integration to spectral theory. Thomas, G. Erik F. |
| 145-146 | О несепарабельных пространствах с симметрическим базисом. Troyanskii, S. L. |
| 147-149 | On one generalization of the weakly compactly generated B-spaces. Vašák, L. |
| 151-153 | On barycentrs in non-compact sets. von Weizsäcker, Heinrich |
| 155-157 | A common generalization of Kelley's theorem (concerning measures on Boolean algebra) and on von Neumann's minimax theorem. Wilhelm, Marek |
| 159 | On the differentiation of convex functions. Zajíček, L. |
| 161-162 | Supereflexive Banach spaces. Zizler, V. |
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