View count:
337
Program
| Time | Dec 26 |
| 10:30-11:00 | Registration and Opening Remarks |
| 11:00-11:50 |
Heng-Yu Chen (National Taiwan University, Taipei) Connecting Localization and Wall-Crossing via D-Branes |
| Lunch | |
| 14:00-14:50 |
Yi Yang (National Chiao Tung University, Hsinchu) Holographic AdS/QCD Model |
| 15:00-15:50 |
Jia-Ming Frank Liou (National Cheng Kung University, Tainan) Grassmannian String Theory |
| Break | |
| 16:30-17:20 |
Chuan-Tsung Chan (Tunghai University, Taichung) Connection preserving deformation approach to the q-difference equations |
| Time | Dec 27 |
| 10:00-10:50 |
Kaoru Ono (Kyoto University, Kyoto) Holomorphic curve technique in symplectic geometry -Lagrangian Floer theory |
| 10:50-11:20 | Break |
| 11:20-12:10 |
Hiroshi Ota (Nagoya University, Nagoya) 1-loop partition and open closed map in Lagrangian Floer theory |
| Lunch | |
| 14:00-14:50 |
Cheol-Hyun Cho (Seoul National University, Seoul) Non-commutative homological mirror functor |
| 15:00-15:50 |
Ziming Ma (National Taiwan University, Taipei) Scattering diagram in the SYZ programme |
| Break | |
| 16:30-17:20 |
Jae-Hyouk Lee (Ewha Woman's University) ADE-actions and Special divisors classes of del Pezzo surfaces |
| Banquet | |
| Time | Dec 28 |
| 10:00-10:50 |
Yoshiaki Maeda (Tohoku University) Non-formal star exponential on contracted one-sheet hyperbolic |
| Break | |
| 11:20-12:10 |
Jae-Suk Park (Institute for Basic Science, Pohang) Homotopy Theory of Probability Spaces |
| Lunch | |
| 14:00-14:50 |
George Marinescu (Universität zu Köln) Distribution of zeros of random holomorphic sections |
| 15:00-15:50 |
Eugene Xia (National Cheng Kung University, Tainan) Cohomology of representation varieties |
| Break | |
| 16:30-17:20 |
Yu-tin Huang (National Taiwan University, Taipei) Positivity and the principles of physics |
| Time | Dec 29 |
| 10:00-10:50 |
Chih-Chung Liu (National Cheng Kung University, Tainan) The Bubbling of Vortex Moduli Spaces and Related Topics |
| Break | |
| 11:20-12:10 |
Chiang-Mei Chen (National Central University, Taoyuan) Covariant Hamiltonian Boundary Term: Reference and Quasi-local Quantities |