## Topology Proceedings, Volume 13Auburn University Mathematics Department and the Institute for Medicine and Mathematics at Ohio University, 1988 - Topology |

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### Contents

Table of Contents | 181 |

Garrett When Almost Continuity Implies | 203 |

Krystyna Kuperberg Homogeneity and Twisted Products | 237 |

6 other sections not shown

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Amer assume Auburn University Axiom base basecurves Borel complete choose closed subset closed ultrafilter closure-preserving compact metric space compact space connectivity function continuous Corollary countable tightness countably compact CW complex defined Definition Dehn twists denote dense disjoint element elementary submodels equivalent example exists fibrations fibre Figure finite Florida formula functor handle handlebody hence hereditarily indecomposable continuum homeomorphism homeotopy class homogeneous homotopy implies indecomposable continuum integer intersection isocompact knot knot theory large cardinals Lemma Let f let G let h linear cutting locally compact mapping class group Math meager metric space neighborhood nondegenerate nonempty nonmeager O-dimensional open set polymers poset pro-space pro-Top Proc Proof Proposition R-walks realcompact result rimcompact self-homeomorphism sequence subcontinuum subgroup subspace subspace topology Suppose Theorem topology totally disconnected ultrafilter uncountable