Abstract： Many moduli spaces can be described as ball quotients. Examples include the Deligne-Mostow varieties, moduli of cubic surfaces and certain moduli spaces of lattice-polarized $K3$ surface...
Abstract Special nilpotent orbits play a key role in representation theory, but their geometry is little understood. I'll first report a joint work with Yongbin Ruan and Yaoxiong Wen proposing
Yaonan Jin Huawei TCS Lab Yaonan Jin is a full-time researcher at the Huawei TCS Lab. His research interests encompass Theoretical Computer Science, with an emphasis on Algorithmic Economics. Befor...
菲尔兹奖得主 丘成桐、Caucher Birkar 美国两院院士 Wilfried Schmid 中国工程院院士 戴琼海 以及来自国内外一流大学和科研机构 百余名专家学者将齐聚三亚 共议科学前沿！ 会议组织者 / Oragnizers Shing-Tung Ya...
鲜红的党旗高高飘扬 12月10日 2.6万余名党员 在400余个会场 共同参加集中培训 这次清华大学全校党员集中培训 与9日开展的全校党支部书记集中培训一样 在清华历史上都属于首次 党员培训全覆盖——努力使每名党员都...
Abstract Inspired by the works of Hitchin and Huybrechts, we introduce a formulation of mirror symmetry for generalized K3 surfaces by Mukai lattice polarizations. This formulation is compatible wi
Abstract Symmetry is a central concept for classical and quantum field theory, usually, symmetry is described by a finite group or Lie group. In this talk, we introduce the weak Hopf algebra
