Volterra space - Revision history

Vipul at 20:40, 21 July 2008

2008-07-21T20:40:17Z

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	There has been a lot of research on conditions under which Volterra = Baire.		There has been a lot of research on conditions under which Volterra = Baire.

			==Metaproperties==

			{{open subspace-closed}}

	==References==		==References==

Vipul: 3 revisions

2008-05-11T19:59:59Z

3 revisions

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2007-08-20T10:39:43Z

References

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	* ''On Volterra Spaces II'' by David Gauld, Sina Greenwood, and Zbigniew Pitriowski, ''Papers on General Topology and Applications, Ann. New York Acad. Sci. 806 (1996), 169-173''		* ''On Volterra Spaces II'' by David Gauld, Sina Greenwood, and Zbigniew Pitriowski, ''Papers on General Topology and Applications, Ann. New York Acad. Sci. 806 (1996), 169-173''
	* ''On Volterra Spaces III'' by David Gauld, Sina Greenwood, and Zbigniew Pitriowski, ''Topology Proceedings, 23 (Spring 1998), 167-182''		* ''On Volterra Spaces III'' by David Gauld, Sina Greenwood, and Zbigniew Pitriowski, ''Topology Proceedings, 23 (Spring 1998), 167-182''
	* ''Volterra spaces revisited'' by David ~~gauld~~ and Jiling Cao, ''Journal of the Australian Mathematical Society, 79 (2005), 61-76''		* ''Volterra spaces revisited'' by David Gauld and Jiling Cao, ''Journal of the Australian Mathematical Society, 79 (2005), 61-76''

Vipul: /* References */

2007-08-20T10:39:08Z

References

← Older revision		Revision as of 10:39, 20 August 2007
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	* ''On Volterra Spaces II'' by David Gauld, Sina Greenwood, and Zbigniew Pitriowski, ''Papers on General Topology and Applications, Ann. New York Acad. Sci. 806 (1996), 169-173''		* ''On Volterra Spaces II'' by David Gauld, Sina Greenwood, and Zbigniew Pitriowski, ''Papers on General Topology and Applications, Ann. New York Acad. Sci. 806 (1996), 169-173''
			* ''On Volterra Spaces III'' by David Gauld, Sina Greenwood, and Zbigniew Pitriowski, ''Topology Proceedings, 23 (Spring 1998), 167-182''
			* ''Volterra spaces revisited'' by David gauld and Jiling Cao, ''Journal of the Australian Mathematical Society, 79 (2005), 61-76''

Vipul at 10:36, 20 August 2007

2007-08-20T10:36:25Z

New page

{{topospace property}}

==Definition==

A [[topological space]] is said to be a '''Volterra space''' if the intersection of any two [[dense subset|dense]] <math>G_\delta</math>-[[g-delta subset|subsets]] in it is dense.

==Relation with other properties==

===Stronger properties===

* [[Baire space]]

There has been a lot of research on conditions under which Volterra = Baire.

==References==

* ''On Volterra Spaces II'' by David Gauld, Sina Greenwood, and Zbigniew Pitriowski, ''Papers on General Topology and Applications, Ann. New York Acad. Sci. 806 (1996), 169-173''