연사 : Professor Urs Frauenfelder(LMU, Germany)
제목 : Symmetries arising in the Arnold Givental conjecture
일시 : 2007. 7. 31(화), 15:15-16:30
장소 : 2411호(세미나실)
문의 : 수리과학과 사무실 T.2703
Abstract: The Arnold Givental conjecture asks for a lower bound
on the number of intersection points of a Lagrangian which
is the fixed point set of an antisymplectic involution with its
image under a Hamiltonian isotopy. The Arnold Givental conjecture
should follow from a very special symmetry on the space
of paths starting and ending in the Lagrangian. We explain this
symmetry.
제목 : Symmetries arising in the Arnold Givental conjecture
일시 : 2007. 7. 31(화), 15:15-16:30
장소 : 2411호(세미나실)
문의 : 수리과학과 사무실 T.2703
Abstract: The Arnold Givental conjecture asks for a lower bound
on the number of intersection points of a Lagrangian which
is the fixed point set of an antisymplectic involution with its
image under a Hamiltonian isotopy. The Arnold Givental conjecture
should follow from a very special symmetry on the space
of paths starting and ending in the Lagrangian. We explain this
symmetry.
