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Author List

Displaying 25 authors out of 25
C. DORAN (University of Alberta, Edmonton AB, Canada)
Normal forms for lattice polarized K3 surfaces and Siegel modular forms
C. SCHNELL (University of Illinois at Chicago, Chicago IL, USA)
Algebraic de Rham Cohomology and Betti Cohomology
Deligne's Theorem on Abelian Varieties, Part I
Neron models and Poincare bundles
C. SIEGEL (University of Pennsylvania, Philadelphia PA, USA)
The Schottky Problem
DONU ARAPURA (Purdue University, West Lafayette, IN, USA)
Beilinson-Hodge cycles on semiabelian varieties
E. CATTANI (University of Massachussetts at Amherst, Amherst MA, USA)
Complex manifolds, Kahler metrics, differential and harmonic forms - 1
Complex manifolds, Kahler metrics, differential and harmonic forms - 2
Complex manifolds, Kahler metrics, differential and harmonic forms - 3
Complex manifolds, Kahler metrics, differential and harmonic forms - 4
Complex manifolds, Kahler metrics, differential and harmonic forms - 5
Variation of HS's, degenerations of HS's - 1
Variation of HS's, degenerations of HS's - 2
Variation of HS's, degenerations of HS's - 3
Variation of HS's, degenerations of HS's - 4
Variation of HS's, degenerations of HS's - 5
Mixed Hard Lefschetz and Mixed Hodge-Riemann Bilinear Relations
F. CHARLES (Ecole Normale Supérieure, Paris, France)
Hodge Loci and Absolute Hodge Classes 1
Hodge Loci and Absolute Hodge Classes 2
Remarks on the Lefschetz standard conjecture and hyperkähler varieties
F. ELZEIN (Institut de Mathematiques de Jussieu, Paris, France)
Hodge structures, mixed hodge structures - 1
Hodge structures, mixed hodge structures - 2
Hodge structures, mixed hodge structures - 3
Hodge structures, mixed hodge structures - 4
Hodge structures, mixed hodge structures - 5
G. PEARLSTEIN (Michigan State University, East Lansing MI, USA)
The locus of the Hodge classes in admissible variations of mixed Hodge structure
H. MOVASATI (Instituto de Matematica Pura e Aplicada, Rio de Janeiro, Brazil)
Automorphic functions for moduli of polarized Hodge structures
J. CARLSON (Clay Mathematics Institute, Cambridge MA, USA)
Period domains - 1
Period domains - 2
Period domains - 3
Period domains - 4
Period domains - 5
Further speculation and progress on Hodge theory for cubic surfaces
J. MURRE (University of Leiden, Leiden, The Netherlands)
Chow groups - 1
Chow groups - 2
Chow groups - 3
Chow groups - 4
Chow groups - 5
L. ILLUSIE (Université de Paris Sud, Orsay, France)
Semistable reduction and vanishing theorems revisited, after J. Suh.
L. MAXIM (University of Wisconsin Madison, Madison WI, USA)
Characteristic classes of complex hypersurfaces
L. MIGLIORINI (Universita' degli Studi di Bologna, Bologna, Italia)
Hodge theory of maps - 1
Hodge theory of maps - 2
Hodge theory of maps - 3
Topology of Hitchin systems and Hodge theory of character varieties (joint work with M. de Cataldo and T. Hausel)
LORING TU (Tufts University, Medford MA, USA)
Topology, cohomology and sheaf theory - 1
Topology, cohomology and sheaf theory - 2
Topology, cohomology and sheaf theory - 3
Topology, cohomology and sheaf theory - 4
Algebraic varieties and schemes over any scheme. Non singular varieties - 1
Algebraic varieties and schemes over any scheme. Non singular varieties - 2
Algebraic varieties and schemes over any scheme. Non singular varieties - 3
Algebraic varieties and schemes over any scheme. Non singular varieties - 4
Introductory remarks
M. DE CATALDO (State University of New York at Stony Brook, Stony Brook NY, USA)
Hodge theory of maps - 1
Hodge theory of maps - 2
M. GREEN (University of California at Los Angeles, Los Angeles CA, USA)
Application to the Beilinson-Bloch conjecture - 1
Application to the Beilinson-Bloch conjecture - 2
Application to the Beilinson-Bloch conjecture - 3
Application to the Beilinson-Bloch conjecture - 4
Application to the Beilinson-Bloch Conjecture - 5
Vanishing of Chern Polynomials for Hodge Domains
M. KERR (Durham University, Durham, UK)
Shimura varieties - 1
Shimura varieties - 2
Shimura varieties - 3
Shimura varieties - 4
Deligne's Theorem on Abelian Varieties - II
Shimura varieties - 5
Mumford-Tate groups and the classification of Hodge structures
P. BROSNAN (University of British Columbia, Vancouver BC, Canada)
Normal functions - 1
Normal functions - 2
Normal functions - 3
Normals functions - 4
Normal functions - 5
P. DALAKOV (University of Massachusetts at Amherst, Amherst MA, USA)
Deformations of the Hitchin section and DGLA's
P. GRIFFITHS (Institute for Advanced Study, Princeton NJ, USA)
Mumford-Tate groups - 1
Mumford-Tate groups - 2
Mumford-Tate groups - 3
Mumford-Tate groups - 4
Mumford-Tate groups - 5
COLLOQUIUM - HODGE THEORY AND REPRESENTATION THEORY
Hodge domains and automorphic cohomology
S. CAUTIS (Columbia University, New York NY, USA)
D-modules and categorical sl(2) actions
SAMPEI USUI (Osaka University, Osaka, Japan)
Neron Models in log mixed Hodge theory by weak fans

Organizers

Directors: E. Cattani, F. El Zein, P. Griffiths, Le D.T.; Local Organizer: L. Goettsche