WSAA 15
Proceedings of the 15th Winter School on Abstract Analysis
Editor: Frolík, Zdeněk
Organized by: Department of Mathematics of the Faculty of Nuclear Engineering
Venue: Srní, 1987
Publisher: Charles University, Praha, 1987
Series: Acta Universitatis Carolinae - Mathematica et Physica, Vol. 28, No. 2
MR0932732
Proceedings published in:
Acta Universitatis Carolinae. Mathematica et Physica, Vol. 028, Issue 2
Table of Contents
| 3 | Foreword. Frolík, Z. |
| 5-7 | A note on zero-dimensional preimages of compact spaces. Błaszczyk, A. |
| 9-12 | De Morgan's and strong De Morgan's laws in a topos of shaves. Borceux, Francis; Pedicchio, M. Cristina |
| 13-24 | Minimal rearrangements of Sobolev functions. Brothers, John E.; Ziemer, William P. |
| 25-30 | Characterization of Tournaments by Coned 3-Cycles. Burzio, Marco; Demaria, Davide Carlo |
| 31-40 | Mappings of continuous functions on hyper-Stonean spaces. Cambern, Michael; Greim, Peter |
| 41-47 | Leaves, excesses and neighborhoods. Colbourn, Charles J. |
| 49-58 | Some remarks on almost radiality in function spaces. Dimov, Georgi; Tironi, Gino |
| 59-66 | Packing measures on Euclidean spaces. Haase, H. |
| 67-72 | On relations approximated by continuous functions. Holá, Ľ. |
| 73-78 | On Hamiltonian cycles in two-triangle graphs. Kratochvíl, Jan; Zeps, Dainis A. |
| 79-82 | On Nemytskii Lipschitzian operator. Matkowski, Janusz |
| 83-93 | Generalized Vitali systems of uniform type. Mejlbro, Leif |
| 95-98 | $T_2$-separation axioms on frames. Paseka, Jan |
| 99-100 | Symmetric selective derivatives. Pokorný, Imrich |
| 101-115 | Properties of measure and category in generalized Cohen's and Silver's forcing. Repický, M. |
| 117-125 | Generic well-posedness in some classes of optimization problems. Revalski, J. P. |
| 127-136 | Structural properties of operator spaces. Ruess, Wolfgang; Werner, Dirk |
| 137-149 | On categories of supertopological spaces. Tozzi, A.; Wyler, O. |
| 151-156 | Cartesian subdirect irreducibility in graphs. Vinárek, J. |
| 157-159 | Strict differentiability via differentiability. Zajíček, L. |
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