August 17  20, 2009
127 room in the third building, Department of Mathematics, Graduate school, Kyoto University
14:0014:50  Tatsuhiko Yagasaki (Kyoto Institute of Technology) Groups of volumepreserving diffeomorphisms of noncompact manifolds and mass flow toward ends 
15:0015:50  Takahiro Nishimura (Osaka University) Definable equivariant scobordism theorem 
16:0016:50  Mahender Singh (Harish Chandra Research Institute (HRI)) Parametrized BorsukUlam Problem for Projective Space Bundles 
9:3010:20  Toshio Sumi (Kyusyu University) Smith problem for nongap Oliver groups 
10:3011:20  Ikumitsu Nagasaki (Kyoto Prefectural University of Medicine),
Tomohiro Kawakami (Wakayama University),
Yasuhiro Hara (Osaka University),
Fumihiro Ushitaki (Kyoto Sangyo University)
The Smith homology and a generalization of the BorsukUlam theorem 
Ryousuke Fujita (Dokkyo Medical University) On the homotopy type of the Quillen complex 

Ikumitsu Nagasaki (Kyoto Prefectural University of Medicine),
Tomohiro Kawakami (Wakayama University),
Yasuhiro Hara (Osaka University),
Fumihiro Ushitaki (Kyoto Sangyo University) BorsukUlam Type Theorems in a Real Closed Field 

14:3015:20  Aiko Yamakawa (International Chistian University) Lattices of noncompact Lie groups 
15:3016:20  Ikumitsu Nagasaki (Kyoto Prefectural University of Medicine) Isovariant maps from free $G$manifolds to representation spheres 
Suyoung Choi (KAIST) The number of small covers over cubes 

9:3010:20  Hirishi Tanaka (Anan National College of Technology) Connectedness in weakly ominimal structures 
10:3011:20  Kohei Yamaguchi (The University of ElectroCommuncations) The space of complex curves on the complex projective plane 
11:3012:20  Yoshiaki Koizumi (Shinshu University) On the symplectic structure of the exceptional Hermitian symmetric spaces 
14:0014:50  Kojun Abe (Shinshu University) On the first homology of the equivariant homeomorphism group of a $G$manifold with codimenison one orbit 
15:0015:50  Hiroaki Ishida (Osaka City University) The automorphism group of a compact smooth toric variety and its representations on sections of equivariant line bundles 
Shintaro Kuroki (KAIST) Equivariant cohomology determines hypertoric manifold 

9:3010:20  Yan Qi (Okayama University) Equivariant real vector bundles over equivariant real projective spaces 
10:3011:20  Masaharu Morimoto (Okayama University) Study of The Smith Sets of Gap Oliver Groups 
11:3012:20  Norihiko Minami (Nagoya Institute of Technology) Lurie's toplogical quantum field theory 