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Hypoelliptic Laplacian And Bott-Chern Cohomology eBook
A Theorem Of Riemann-Roch-Grothendieck In Complex Geometry
language: english
Publisher:
Springer International Publishing, May of 2013 ‧
see product details
92,74€
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
IMMEDIATE AVAILABILITY
Ebook for ADE
SYNOPSIS
This book provides the proof of a complex geometric version of a well-known result in algebraic geometry: the theorem of Riemann-Roch-Grothendieck for proper submersions. It gives an equality of cohomology classes in Bott-Chern cohomology.
DETAILS
| Property | Description |
|---|---|
| ISBN: | 9783319001289 |
| Publisher: | Springer International Publishing |
| Release Date: | May of 2013 |
| Language: | English |
| Format: | eBook |
| File Format and Compatibility: | PDF para ADE |
| Collection: | Progress In Mathematics |
| Categories: |
eBooks in English
>
Science
>
Mathematics
|
| EAN: | 9783319001289 |
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