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http://hdl.handle.net/2434/73218
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| Title: | Formal Hodge Structures |
| Authors: | MAZZARI, NICOLA |
| Advisors: | BERTOLINI, MASSIMO |
| Supervisors and co-ordinators: | BARBIERI VIALE, LUCA |
| Defence date: | 11-Feb-2009 |
| Abstract: | The aim of this work is to develop the program proposed by S. Bloch, L. Barbieri-Viale and V. Srinivas of generalizing Deligne mixed Hodge structures providing a new cohomology theory for complex algebraic varieties. In other words to construct and study cohomological invariants, of (proper) complex algebraic schemes, which are finer than the associated mixed Hodge structures in the case of singular spaces. |
| Keywords: | generalized Albanese ; Mixed Hodge structures ; 1-motive |
| MIUR subjects: | MAT/02 - Algebra
MAT/03 - Geometria |
| Citation: | Formal Hodge Structures / Nicola Mazzari ; L. Barbieri Viale, A. Lorenzi. - Milano : Università degli studi di Milano. DIPARTIMENTO DI MATEMATICA, 2009 Feb 11. ((21. ciclo, Anno Accademico 2008/2009. |
| Type: | Doctoral Thesis |
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Files in This Item:
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Size | Format | Availability |
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| fhs_final.pdf | Altro | 1.05 MB | Adobe PDF | View/Open
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