In mathematics, a paracompact space is a topological space in which every open cover has an open refinement that is locally finite. These spaces were introduced by ...
A paracompact space is a T2-space such that every open cover has a locally finite open refinement. Paracompactness is a very common property that topological spaces ...
The definitions section can now be cut back, by referring to the open cover page. Charles Matthews 14:50, 13 Sep 2004 (UTC) "Every metric space (hence, every ...
The notion of paracompact space was introduced by Dieudonné in 1944. Often one requires a paracompact space to be Hausdorff as well.
In mathematics, in the field of topology, a topological space is said to be a-paracompact if every open cover of the space has a locally finite refinement.
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paracompact space [¦par·ə¦käm‚pakt ‚spās] (mathematics) A topological space with the property that every open covering F is associated with a locally finite ...
Posts about Paracompact space written by Dan Ma ... The theorem indicated by the title is a basic result and is an interesting theorem.
Can anyone give me an example of a space which is not A-paracompact? Thankyou for your help,--Topology Expert 10:30, 6 May 2008 (UTC) Also, what is meant by "this ...
Definitions of paracompact space, synonyms, antonyms, derivatives of paracompact space, analogical dictionary of paracompact space (English)