Symmetry and Geometric Structures

28.08.2017 - 30.11.2017 | Warsaw





Generalizing the Satake-Baily-Borel compactification (by Colleen Robles)

Motivated by questions arising in Hodge theory and the study of moduli spaces of algebraic spaces and their compactifications, the goal here is to construct a "horizontal completion" of an arithmetic quotient of a Mumford-Tate domains. Mumford-Tate domains are flag domains - they are open G(R)-orbits in generalized flag manifolds G(C)/P.


Submanifolds and Holonomy (by Antonio Di Scala)


Weakly symmetric spaces (by Joseph A. Wolf)

The minicourse consists of three talks:

1. Function theory on weakly symmetric spaces
2. Semisimple weakly symmetric spaces
3. Nilpotent weakly symmetric spaces


G_2-Geometry in Contact Geometry of Second order (by Keizo Yamaguchi)

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