## General topology and its relations to modern analysis and algebra VI: proceedings of the Sixth Prague Topological Symposium, 1986 |

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### Contents

Some results and problems | 11 |

Estimates for the Hausdorff dimension | 33 |

Some remarks on the Novak number | 43 |

Copyright | |

57 other sections not shown

### Common terms and phrases

abelian group Algebra VI Proc Analysis and Algebra assume Banach space cardinal Cauchy Cauchy spaces clopen closed subset closure compactification complete condition construction contains continuous maps continuum convergence groups convergence spaces convex Copyright Heldermann Verlag Corollary countable dimensional countable tightness countably compact defined Definition denote dense discrete disjoint embedding equivalent example exists Frechet Frolik functor fuzzy sets Hausdorff space Heldermann Verlag Berlin hence hereditarily homeomorphic huge cardinals implies infinite intersection isomorphic large cardinals Lawson topology Lemma Let f Lindelof locally compact map f Math metric space metrizable Modern Analysis morphism neighborhood Noetherian non-empty normal open cover open sets ordinal paracompact Prague Topological Symposium Problem proof Proposition prove pseudo-radial pseudogap quasi-uniformity radial result satisfies semilattice separable sequence sequential Sixth Prague Topological subgroup subspace Suppose Theorem theory topological group topological spaces Topological Symposium 1986 uncountable Verlag Berlin 1988 zero-dimensional