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LEADER 01148ctm a22002777 4500
005 20150610171601.0
008 090713s2009 xx bm 000 0 eng d
001 9945203353503681
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z| 9781109227871 q| (electronic)
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a| PDISSAAI3363290
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a| 4520335
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a| (PU)4520335-penndb-Voyager
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a| PU c| PU
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a| Favero, David.
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a| A study of the geometry of the derived category / c| David Favero.
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c| 2009.
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a| v, 44 p. ; c| 29 cm.
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a| Adviser: Tony Pantev.
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a| Thesis (Ph.D. in Mathematics) -- University of Pennsylvania, 2009.
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a| Includes bibliographical references.
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a| University Microfilms order no.: 3363290.
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a| Penn dissertations x| Mathematics.
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a| Mathematics x| Penn dissertations.
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a| Pantev, Tony, e| advisor.
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a| University of Pennsylvania.
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a| g121 a| mathematics
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a| This thesis is concerned with the study of the derived category of coherent sheaves on an algebraic variety. It pursues the rigidity of the derived category through the group of autoequivalences and the dimension of the derived category by way of tilting objects.