由浙江大学数学科学研究中心举办的＂流形中的几何与拓扑国际会议＂（International Conference on Geometry and Topology of Manifolds）于2013年6月21-23日在浙江大学举行。
本次会议由世界著名数学家、最高荣誉菲尔斯数学奖获得者...由浙江大学数学科学研究中心举办的＂流形中的几何与拓扑国际会议＂（International Conference on Geometry and Topology of Manifolds）于2013年6月21-23日在浙江大学举行。
本次会议由世界著名数学家、最高荣誉菲尔斯数学奖获得者、美国哈佛大学数学系主任丘成桐先生和浙江大学数学科学研究中心主任、浙江大学光彪讲座教授、加州大学数学系终身教授刘克峰先生负责主持。展开更多
On the basis of a unified definition of the dual operation and the (anti )self dual operation, the connections of the su(2,2｜1) main cluster was used as the fundamental field variables to construct the self dual L...On the basis of a unified definition of the dual operation and the (anti )self dual operation, the connections of the su(2,2｜1) main cluster was used as the fundamental field variables to construct the self dual Lagrangian of conformal supergravity. A Yang Mill like Lagrangian is obtained and a new gauge theory of supergravity is put forward. The spatial projects of its spin connection are Ashtekar variables.展开更多
文摘由浙江大学数学科学研究中心举办的＂流形中的几何与拓扑国际会议＂（International Conference on Geometry and Topology of Manifolds）于2013年6月21-23日在浙江大学举行。
本次会议由世界著名数学家、最高荣誉菲尔斯数学奖获得者、美国哈佛大学数学系主任丘成桐先生和浙江大学数学科学研究中心主任、浙江大学光彪讲座教授、加州大学数学系终身教授刘克峰先生负责主持。
文摘On the basis of a unified definition of the dual operation and the (anti )self dual operation, the connections of the su(2,2｜1) main cluster was used as the fundamental field variables to construct the self dual Lagrangian of conformal supergravity. A Yang Mill like Lagrangian is obtained and a new gauge theory of supergravity is put forward. The spatial projects of its spin connection are Ashtekar variables.
