TY - GEN

AU - Griffiths, Phillip A.

AU - Cattani, Eduardo

AU - El Zein, Fouad

AU - Lê, Dũng Tráng

TI - Hodge Theory

PB - Princeton University Press

SN - 9781400851478

KW - Hodge theory Congresses

KW - Geometry, Algebraic Congresses

KW - Hodge theory

KW - Hodge-Theorie

KW - MATHEMATICS / Topology

PY - 2014

N2 - FrontmatterContributorsContentsPrefaceChapter One. Introduction to Kähler Manifolds Cattani, Eduardo

N2 - Chapter Two. From Sheaf Cohomology to the Algebraic de Rham Theorem El Zein, Fouad ; Tu, Loring W.

N2 - Chapter Three. Mixed Hodge Structures Zein, Fouad El ; Tráng, Lê Dũng

N2 - Chapter Four. Period Domains and Period Mappings Carlson, James

N2 - Chapter Five. The Hodge Theory of Maps Cataldo, Mark Andrea de ; Migliorini, Luca

N2 - Chapter Six The Hodge Theory of Maps Cataldo, Mark Andrea de ; Migliorini, Luca

N2 - Chapter Seven. Introduction to Variations of Hodge Structure Cattani, Eduardo

N2 - Chapter Eight. Variations of Mixed Hodge Structure Brosnan, Patrick ; Zein, Fouad El

N2 - Chapter Nine. Lectures on Algebraic Cycles and Chow Groups Murre, Jacob

N2 - Chapter Ten. The Spread Philosophy in the Study of Algebraic Cycles Green, Mark L.

N2 - Chapter Eleven. Notes on Absolute Hodge Classes Charles, François ; Schnell, Christian

N2 - Chapter Twelve. Shimura Varieties: A Hodge-Theoretic Perspective Kerr, Matt

N2 - BibliographyIndex.

BT - Mathematical Notes ; 49

CY - Princeton, N.J.

UR - http://slubdd.de/katalog?TN_libero_mab2

ER -