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일정시작 2023-08-18
배경색상 #7164D0
  • Place:  129-104  (SNU)


  • Date:  2023-08-18 (Fri)   13:00 ~   

                       Junehyuk Kim (SNU)    Mirror symmetry on Grassmannian Gr(2,n)

                       Jiyeon Ryu (SNU)          Plane curve resolution with Toric modification 

  • Date:  09-08 (Fri)   13:00 ~   

                       Wonjun Lee (SNU)          Symplectic capacities and their relations

                       Hong-Kwon Jo (SNU)     Symplectic capacities from S1-equivariant Symplectic homology

  • Date:  2023-09-22 (Fri)   13:00 ~   

                       Hyeonbin Kim (Yonsei)      Morse superpotentials and Blowups of surfaces

                       Myeongjin Jeong (SNU)     Introduction to BV-formalism 

  • Date:  2023-10-13 (Fri)   13:00 ~   

                       Kyoungmo Kim (SNU)    Fukaya categories of Orbifold surfaces

                       Beomjun Sohn (SNU)     Weyl law for Spectral invariants in Symplectic geometry

  • Date:  2023-11-17 (Fri)   13:00 ~   

                       Dongho Lee (SNU)    Global surface of sections

                       Sungho Kim (SNU)    Introduction to GW theory I 

  • Date:  2023-12-08 (Fri)   13:00 ~   

                       Kyoungmo Kim (SNU)    Introduction to Triangulated categories 

                       Sunghae Cho (SNU)       Coadjoint orbits and Stone-von Neumann theorem

  • Date:  2023-12-22 (Fri)   13:00 ~                

                       TBA                                    Symplectic homology for Weinstein domains

                       Yonghwan Kim (MIT)      Symplectic homology of Liouville sectors

  • Date:  2024-01-12 (Fri)   13:00 ~                 

Dongho Lee (SNU) Cobordism theory 

Hun Namkung (Yeosei) Introduction to Symplectic Blow-up I

  • Date:  2024-01-26 (Fri)   13:00 ~                 

Hayeon Kim (Yeosei) Introduction to Symplectic Blow-up II (

Beomjun Sohn (SNU) Symplectic Ball Packing in Dimension 4

  • Date:  2024-02-02 (Fri)   13:00 ~                 

Jemin You (SNU)

Kyoungmo Kim (SNU)





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