| Speaker: | Edouard Brezin (lpt ens, Paris) |
|---|---|
| Title: | Various applications of supersymmetry in statistical physics |
| Date (JST): | Thu, Nov 09, 2017, 13:30 - 14:30 |
| Place: | Seminar Room D |
| Abstract: |
Supersymmetry is a fundamental concept in particle physics (although it has not been seen experimentally so far). But it is although a powerful tool in a number of problems arising in quantum mechanics and statistical physics. It has been widely used in the theory of disordered systems (Efetov et al.), it led to dimensional reduction for branched polymers (Parisi-Sourlas), for the susy classical gas (Brydges and Imbrie), for Landau levels with impurities. It has also many powerful applications in the theory of random matrices. I will briefly review some of these topics. |
| Remarks: | Room 056, Mathematical Sciences Bldg. Komaba Campus, the Univeristy of Tokyo broadcasted by TV conference system at Room D, Kavli IPMU |
