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Accession number;05A0924132
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| Title;Categories of holomorphic line bundles on higher dimensional noncommutative complex tori |
| Author;
KAJIURA HIROSHIGE
(Kyoto Univ., Kyoto, Jpn)
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Journal Title;YITP
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Journal Code:L0911B
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ISSN:
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VOL.;NO.05-63;PAGE.28P(2005)
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| Figure&Table&Reference;REF.49 |
| Pub. Country;Japan |
| Language;English |
| Abstract;A method is proposed for the construction of differential graded categories (DGCs) of finitely generated projective modules over high dimensional noncommutative complex tori. As a few examples, noncommutative deformations of the DGCs of holomorphic line bundles over high dimensional complex tori. Based on the Heisenberg modules over noncommutative tori and complex holomorphic structures on them, DGCs are derived as full subcategories of curved DGCs of Heisenberg modules over the complex noncommutative tori. |
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