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Title
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Embeddings of algebras in derived categories of surfaces
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Author
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Abstract
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| By a result of Orlov there always exists an embedding of the derived category of a finite-dimensional algebra of finite global dimension into the derived category of a high-dimensional smooth projective variety. In this article we give some restrictions on those algebras whose derived categories can be embedded into the bounded derived category of a smooth projective surface. This is then applied to obtain explicit results for hereditary algebras. |
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Language
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English
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Source (journal)
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Proceedings of the American Mathematical Society. - Providence, R.I., s.a.
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Publication
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Providence, R.I.
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2017
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ISSN
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0002-9939
[print]
1088-6826
[online]
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DOI
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10.1090/PROC/13497
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Volume/pages
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145
:7
(2017)
, p. 2757-2770
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ISI
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000399875500001
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Full text (Publisher's DOI)
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