| Title |
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Grothendieck representations of categories and canonical noncommutative topologies
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| Author |
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| Abstract |
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| From a representation of a category in terms of a class of Grothendieck categories, a canonical topologisation of the objects follows. The noncommutative topology recently introduced in noncommutative geometry is an example of this. Basic results of sheaf theory are derived in this setting. | |
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| Language |
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English
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| Source (journal) |
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K-theory : an interdisciplinary journal for the development, application, and influence of K-theory in the mathematical sciences. - Dordrecht, 1987 - 2008 |
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| Publication |
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Dordrecht : 2002
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| ISSN |
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0920-3036
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| Volume/pages |
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25:4(2002), p. 355-371
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| ISI |
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000176386500002
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| Full text (Publisher's DOI) |
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