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Workshop on geometric structures and equivalence problems
April 27 - 30, 2009
International Conference Hall, 1st fl.
Korea Institute for Advanced Study, Seoul
Speakers
Ian ANDERSON (Utah State U.):
The Method of Darboux -- A Historical Survey
Paul BAIRD (U. Brest):
Conformal structure on a finite graph
Jong Taek CHO (Chonnam U.):
Notes on contact Ricci solitons
Vicente CORTES (U. Hamburg):
Holonomy of pseudo-Riemannian cones and Killing spinors
Boris DOUBROV (Belarussian State U.):
The geometry of 3-dimensional vector distributions
Michael EASTWOOD (Australian National U.):
How to recognise the geodesics of a metric connection
Chong-Kyu HAN (Seoul National U.):
Generalizations of the Frobenius theorem for Pfaffian systems and the solvability questions
Jaehyun HONG (Seoul National U.):
Characterization of a smooth Schubert variety
Jun-Muk HWANG (KIAS):
Iso-trivial cone structures with characteristic connections
Sung Yeon KIM (Kangwon U.):
Domains with hyperbolic orbit accumulation points
Vladimir MATVEEV (U. Jena):
Geodesically equivalent metrics
Ngaiming MOK (U. Hong Kong):
Analytic continuation of germs of holomorphic maps respecting varieties
of minimal rational tangents
Tohru MORIMOTO (RIMS):
Differential equations associated with a representation of a Lie algebra and extrinsic
geometry of submanifolds in a flag manifold
Pawel NUROWSKI (U. Warsaw):
Para-CR structures and differential equations
Colleen ROBLES (Texas A&M U.):
Existence of orthogonal coordinates
Jan SLOVAK (Masaryk U.):
Fefferman like constructions for parabolic geometries
Organizers
Michael EASTWOOD (Australian National U.)
Chong-Kyu HAN (Seoul National U.)
Jun-Muk HWANG (KIAS)
Contact
Kangwon LEE (kwlee@kias.re.kr)
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