

Compact space
Compact space In mathematics, a subset of Euclidean space R n is called compact if it is closed and bounded. For ... the closed unit interval [0, 1] is compact, but the set of integers Z ...
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Compact space (translated from French)
Compact space compactness is an important topological property. Compact topological spaces play a role privileged in various fields of mathematics. Intuitively, a compact unit is "small" with the direction where ... it" (a continuation from points of this space always admits a undercontinuation which ...
http://fr.wikipedia.org/wiki/Espace_compact  13k  Cached (French)  Wikipedia (French)  Similar pages

Compact space (translated from Russian)
Compact space Compact space  this such topologicheskoye space , in any the coating which by ...
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Compact space (translated from Italian)
Compact space In mathematics, one are said that sottoinsieme ... more in a generalized manner of Euclidean space $\backslash mathbb\; R^n$ of dimension $n$ it is compact if they are worth the following conditions ... interval $[\; 0.1\; ]$ it is compact, while the interval $[\; 0.1)$ http://it.wikipedia.org/wiki/Spazio_compatto  4k  Cached (Italian)  Wikipedia (Italian)  Similar pages

Locally compact space
Locally compact space In topology and related branches of mathematics, a topological space is called locally compact if, roughly speaking, each small portion of the space looks like a small portion of ...
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Talk:Compact space
Talk:Compact space Zundark, sorry that I screwed up the ... question. Prove or disprove: There exists a compact space X which can be covered by two ... U and V so that no two compact sets K and F, with K ...
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Space locally compact (translated from French)
Space locally compact In topology , a space locally compact is a space which, in the absence of being ...
http://fr.wikipedia.org/wiki/Espace_localement_compact  11k  Cached (French)  Wikipedia (French)  Similar pages

Talk:Locally compact space
Talk:Locally compact space I believe that the reason that some ... the definition require a local base of compact neighbourhoods is that this has been found ... whereas the definition requiring only a single compact neighbourhood has not. There is nothing in Wikipedia yet about nonHausdorff locally compact spaces in either sense, but I ...
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Compact
Compact Look up compact in Wiktionary, the free dictionary. Compact may mean: Compact (newspaper), a broadsheetquality newspaper printed in a tabloid format. Compact (soap opera), a 1960s British soap ...
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Compact (translated from Dutch)
Compact The mathematical term compactly comes from topologie ... idea of a "small" or "manageable" topological space. topologische space X becomes compact called as each open overdekking of X ... U_i=X. An important property of compact topological spaces is that the picture ...
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