On some Hermitian variations of Hodge structure of Calabi-Yau type with real multiplication

Robert Friedman, Radu Laza

Type: Article

Publication Date: 2014-03-01

Citations: 9

DOI: https://doi.org/10.1307/mmj/1395234360

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Locations

The Michigan Mathematical Journal - View
arXiv (Cornell University) - View - PDF

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+	Review 1: Hodge Representations	2020	Xiayimei Han Colleen Robles
+	Classical Period Domains	2016	Radu Laza Zheng Zhang
+	On Motivic Realizations of the Canonical Hermitian Variations of Hodge Structure of Calabi–Yau Type over type Domains	2017	Zheng Zhang
+ PDF Chat	Hodge Representations	2020	Xiayimei Han Colleen Robles
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+	Hodge loci and atypical intersections: conjectures	2017	Bruno Klingler
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Works Cited by This (9)

Action	Title	Year	Authors
+ PDF Chat	Polarized variation of Hodge structures of Calabi–Yau type and characteristic subvarieties over bounded symmetric domains	2010	Mao Sheng Kang Zuo
+	Holomorphic Imbeddings of Symmetric Domains into a Siegel Space	1965	Ichirō Satake
+	Lie Groups Beyond an Introduction	1996	Anthony W. Knapp
+ PDF Chat	Real multiplication on K3 surfaces and Kuga Satake varieties	2008	Bert van Geemen
+ PDF Chat	Maximal automorphisms of Calabi-Yau manifolds versus maximally unipotent monodromy	2010	Jan Christian Rohde
+ PDF Chat	Semialgebraic horizontal subvarieties of Calabi–Yau type	2013	Robert Friedman Radu Laza
+	Hodge groups of K3 surfaces.	1983	Yu. G. Zarhin
+	Mumford-Tate Groups and Domains	2012	Mark Green Phillip Griffiths Matt Kerr
+	Holomorphic Imbeddings of Symmetric Domains into a Siegel Space	1965	Ichirō Satake