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Workshop on Rigidity and Uniformization in Complex Geometry

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   Invited speakers include:

 

Purnaprajna Bangere (U. Kansas, Lawrence)

 - Fundamental group of an algebraic surface with applications to holomorphic convexity

 

Benoit Claudon (Lorraine)

 - Linear representations of Kähler groups: factorizations and holomorphic convexity

 

Martin Deraux (Grenoble)

 - Pinching estimates for Mostow-Siu surfaces

 

Alexandru Dimca (Nice)

 - Resonance and characteristic varieties

 

Pascal Dingoyan (Jussieu)

- Mixed Hodge structures on the l^2-cohomology groups of some covering of quasi-projective manifolds

 

Andreas Höring (Jussieu)

 - Manifolds with nef anticanonical bundle

 

Sagar Kolte (KIAS)

 - On the Fundamental Group of Genus-2 Fibrations

 

Vincent Koziarz (Bordeaux)

 - The Toledo invariant: old and new

 

Keiji Oguiso (Osaka, KIAS)

 - Fixed point free automorphisms of compact Kähler surfaces and Cremona transformations of P^3

 

Damien Megy (Nancy)

 - The period map of certain families of singular hypersurfaces

  

Mahan Mj (RKM Vivekananda U.)

- Homotopical Height

 

Ngaiming Mok (Hong Kong)

 - On the Zariski closure of a germ of totally geodesic complex submanifold on a finite-volume quotient of a bounded symmetric domain

 

Terry Napier (Lehigh)

- The Bochner-Hartogs Dichotomy

 

Colleen Robles (Texas A&M)

 - 1. Schubert varieties as variations of Hodge structure
    2. Quotients of non-classical flag domains are not algebraic.

 

Sai Kee Yeung (Purdue)

 - On a transcendental property of the uniformizing map for Riemann surfaces and complex ball quotients

  Organizers:

Philippe Eyssidieux (Grenoble)

Jun-Muk Hwang (KIAS)

 

 

     Contact:

Kangwon Lee (kwlee@kias.re.kr