Equivalence of paracompactness, strong screenability, full normality and collection wise normality, in a Moore space

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1966

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The purpose of this thesis is to prove that in a regular, developable, topological space (MOORE SPACE) the properties of paracompactness, strong screenability, full normality, and collectionwise normality are equivalent, and each one implies normality, complete normality, and screenability. An example is given of a screenable Moore space which is not paracompact

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