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Zariski topology
Zariski topology In mathematics, namely algebraic geometry, the Zariski topology is a particular topology chosen for algebraic varieties that reflects ...
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Zariski topology (translated from German)
Zariski topology Those Zariski topology is a term from that mathematical Subsection ... that algebraic geometry . It is the natural Topology on the study objects of algebraic ...
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Talk:Zariski topology
Talk:Zariski topology See also Spectrum_of_a_ring#Zariski_topology --MarSch 28 June ... It is also worth noting that the topology is compact. Pura 23:19, 2 January ...
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Topology of Zariski (translated from Spanish)
Topology of Zariski In matemáticas , topology of Zariski she is one structures basic in algebraic ... In so topología , thus called by Oscar Zariski, closed sets they are those that ...
http://es.wikipedia.org/wiki/Topología_de_Zariski - 2k - Cached (Spanish) - Wikipedia (Spanish) - Similar pages
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Zariski geometry
Zariski geometry In mathematics, a Zariski geometry consists of an abstract structure introduced ... order to give a characterisation of the Zariski topology on an algebraic curve, and all its powers. The Zariski topology on a product of algebraic ...
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Oscar Zariski
Oscar Zariski To meet Wikipedia's quality standards, this ... article or section may require cleanup. Oscar Zariski was one of the most influential mathematicians ... this work that set the seal of Zariski's discontent with the approach of the ... addressed by recourse to commutative algebra. The Zariski topology, as it was later known, is ...
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Strong topology
Strong topology In mathematics, a strong topology is a topology which is stronger than some other "default" topology. This term is used to describe different ... context, and it may refer to: the topology arising from a norm the strong ...
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Cofinita topology (translated from Italian)
Cofinita topology cofinita topology on together X it is topologia whose ... it is one campo , this coincides with topology of Zariski, in which the sluices they are the ... they coincide. A space with the cofinita topology is di Hausdorff if and only ...
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Zariski Oscar (translated from French)
Zariski Oscar Oscar Zariski was one of mathematicians most influential in ... at the origin of the dissatisfaction of Zariski with respect to the Italian approach of ... was the use of the commutative algebra. topology of Zariski (named thus today), is adapted to ...
http://fr.wikipedia.org/wiki/Oscar_Zariski - 6k - Cached (French) - Wikipedia (French) - Similar pages
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Category:General topology
Category:General topology The main article for this category is General topology. In mathematics, general topology or point set topology is that branch of topology which studies properties of general topological ...
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