Program

20th, Feb. (Mon.)

9:30 ~ 9:50 registration

9:50 ~ 10:00 opening ceremony 

10:00 ~ 10:45 Hiroo Tokunaga (Tokyo Metropolitan University) On the topology of reducible plane curves

Coffee break

11:15 ~ 12:00 Pham Tien Son (Dalat University) On the subanalytically topological types of function germs

Lunch

14:00 ~ 14:30 Christophe Eyral (Polish Academy of Sciences) Zariski-van Kampen theorems for singular varieties

14:40 ~ 15:10 Nguyen Viet Dung (VAST)

T.B.A. 

Coffee break

15:40 ~ 16:10 Pho Duc Tai, Ishikawa Masaharu, Kawashima Masayuki Introduction of research archievements of Prof. Mutsuo Oka.

16:20 ~ 17:05 Oka Mutsuo (Tokyo University of Science) Geometryof mixed weighted homogeneous polynomial and Lens equation

18:30               Dinner

21st, Feb. (Tue.)

9:30 ~ 10:15 Izumiya Shuichi (Hokkaido University) Tougeron's G-equivalence revisited: - Open a new door of applications of Singularity theory -

Coffee break

10:45 ~ 11:30 Ha Huy Vui (VAST) Complex monodromy, Newton polyhedron and asymptotics of the number of eigenvalues of the Schrodinger operator with a polynomial potential

Lunch

13:30 ~ 14:00 Poster Session

14:00 ~ 14:30 Nabeshima Katsusuke (Tokushima University) Computation method for -sequences of hypersurface isolated singularities

14:40 ~ 15:10 Jean-Paul Brasselet (CNRS Marseille) “What a coincidence” - The lecture provides generalizations of the Lefschetz xed point Theorem for coincidences, in the case of singular varieties -

Coffee break

 15:40 ~ 16:25 Shimada Ichiro (Hiroshima University) On an Enriques surface associated with a Hessian quartic surface

 

22nd, Feb. (Wed.)

9:30 ~ 11:00 Discussion

Lunch

13:00 ~ 17:00 Excursion