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Filtering by: Creator McConnell, Chelsea A. Remove constraint Creator: McConnell, Chelsea A. Academic Affiliation Mathematics Remove constraint Academic Affiliation: Mathematics Committee Member Flahive, Mary E. Remove constraint Committee Member: Flahive, Mary E.

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  • A thin codimension-one decomposition of the Hilbert Cube

    Creator:
    Phon-On, Aniruth
    Abstract:
    For cell-like upper semicontinuous(usc) decompositions G of finite dimensional manifolds M, the decomposition space M/G turns out to be an ANR provided M/G is finite dimensional ([Dav07], page 129 ). Furthermore, if M/G is finite dimensional and has the Disjoint Disks Property (DDP), then M/G is homeomorphic to M ([Dav07],...
    Resource Type:
    Dissertation
    Full Text:
    Mathematics presented on April 29, 2010. Title: A Thin Codimension-one Decomposition of the Hilbert Cube