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Lie Groups and Hodge Theory

Submitted by admin on Fri, 2012-05-04 11:43

IAS: 
Phillip A. Griffiths
School of Mathematics: 
Math
  • On certain homogeneous complex manifolds
  • Some geometric and analytic properties of homogeneous complex manifolds, I. Sheaves and cohomology.
  • Some geometric and analytic properties of homogeneous complex manifolds. II. Deformation and bundle theory
  • On the differential geometry of homogeneous vector bundles
  • Some results on locally homogeneous complex manifolds
  • Periods of integrals on algebraic manifolds, I. Construction and properties of the modular varieties
  • Periods of integrals on algebraic manifolds, II. Local study of the period mapping.
  • Locally homogeneous complex manifolds
  • Recent developments in Hodge theory: a discussion of techniques and results
  • What is a period domain?
  • Mumford-Tate Groups and Domains: Their Geometry and Arithmetic (draft)
  • Hodge Domains and Automorphic Cohomology
  • Mumford-Tate Groups
  • Hodge Theory and Representation Theory
‹ Logarithmic Hodge structures (Report on the work of Kato Usui) up On certain homogeneous complex manifolds ›
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