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**Fact about** means that the given page is on a fact about the page being pointed to.
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## Pages using the property "Fact about"

Showing 25 pages using this property.

Acyclicity is product-closed + | Acyclic space (1) +, Product-closed property of topological spaces (2) +, Acyclic space (?) + |

Baire property is open subspace-closed + | Baire space (1) +, Open subspace-closed property of topological spaces (2) + |

CW implies normal + | CW-space (2) +, Normal space (2) + |

CW implies perfectly normal + | CW-space (2) +, Perfectly normal space (2) + |

Classifying space of nontrivial finite group cannot have finitely generated homology + | Space with finitely generated homology (?) + |

Cohomology groups need not determine cohomology ring + | Cohomology group (?) +, Cohomology ring of a topological space (?) + |

Collectionwise Hausdorffness is hereditary + | Collectionwise Hausdorff space (1) +, Subspace-hereditary property of topological spaces (2) + |

Collectionwise normal and Moore implies metrizable + | Metrizable space (2) + |

Compact Hausdorff implies normal + | Compact Hausdorff space (2) +, Normal space (2) + |

Compact implies feebly compact + | Compact space (2) +, Feebly compact space (2) + |

Compact implies rim-compact + | Compact space (2) +, Rim-compact space (2) + |

Compact times metacompact implies metacompact + | Compact space (?) +, Metacompact space (?) + |

Compact times paracompact implies paracompact + | Compact space (?) +, Paracompact space (?) + |

Compactness is coarsening-preserved + | Compact space (1) +, Coarsening-preserved property of topological spaces (2) + |

Compactness is continuous image-closed + | Compact space (1) +, Continuous image-closed property of topological spaces (2) + |

Compactness is not box product-closed + | Compact space (1) +, Box product-closed property of topological spaces (2) + |

Compactness is not hereditary + | Compact space (1) +, Subspace-hereditary property of topological spaces (2) + |

Compactness is weakly hereditary + | Compact space (1) +, Weakly hereditary property of topological spaces (2) + |

Complete regularity is hereditary + | Completely regular space (1) +, Subspace-hereditary property of topological spaces (2) + |

Complete regularity is product-closed + | Completely regular space (1) +, Product-closed property of topological spaces (2) + |

Completely metrizable implies Baire + | Completely metrizable space (2) +, Baire space (2) + |

Completely regular not implies collectionwise Hausdorff + | Completely regular space (?) +, Collectionwise Hausdorff space (?) + |

Completely regular not implies normal + | Completely regular space (?) +, Normal space (?) + |

Complex projective space has fixed-point property iff it has even complex dimension + | Real projective space (?) +, Fixed-point property (?) + |

Composite of consecutive maps of cellular chain complex is zero + | Cellular chain complex (?) + |