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Title£ºAn introduction to topological order

Speaker£ºÎÄС¸Õ½ÌÊÚ ÃÀ¹úÂéÊ¡Àí¹¤Ñ§Ôº

Date£ºDec. 21 (Mon), Dec. 23 (Wed) and Dec. 28 (Mon) ÿÍí19:30¿ªÊ¼

Venue£ºConference Hall 322£¬Science Building/Ç廪´óѧ¸ßµÈÑо¿Ôº£¨¿ÆÑ§¹Ý£©322 ±¨¸æÌü

This is a class for graduate students.
The class will meet three times, for 1-1.5 hour each time followed by 0.5-1 hour free informal discussions.
The class outline:
1) What is phases and phase transitions
2) Are all phases described by order parameters and symmetry breaking?
3) New states of matter and topological order
4) Topological order and long range entanglements
5) How to physically probe topological orders
6) Calculate topological order from ideal wave functions
   a) FQH states and non-Abelian FQH states
   b) Spin liquid and symmetry protected topological orders
   c) String-net condensation and tensor category theory
7)* Calculate topological order from Hamiltonian/Lagrangian(* if time permits)
   a) Tensor network representation of path integral
   b) Renormalization of tensor network and fixed-point tensors
   c) Topological fixed-point tensors and topological order

Welcome!
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