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Chair of Statistical Field Theory | EPFL

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Chair of Statistical Field Theory | EPFL | csft.epfl.ch Reviews

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Jump to search field. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Most of our research is devoted to equilibrium statistical mechanics, lattice models, continuous limits and their symmetries, using tools of complex analysis, probability and quantum field theory. A key project is the investigation of the connection between exactly solvable models and Conformal Field Theories.

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Chair of Statistical Field Theory | EPFL | csft.epfl.ch Reviews

https://csft.epfl.ch

Jump to search field. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Most of our research is devoted to equilibrium statistical mechanics, lattice models, continuous limits and their symmetries, using tools of complex analysis, probability and quantum field theory. A key project is the investigation of the connection between exactly solvable models and Conformal Field Theories.

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Sitemap | CSFT

http://csft.epfl.ch/sitemap

Jump to search field. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Top of the page. Updated 16.07.2014.

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Chair of Statistical Field Theory | EPFL

http://csft.epfl.ch/page-111095.html

Jump to search field. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Most of our research is devoted to equilibrium statistical mechanics, lattice models, continuous limits and their symmetries, using tools of complex analysis, probability and quantum field theory. A key project is the investigation of the connection between exactly solvable models and Conformal Field Theories.

3

Research | CSFT

http://csft.epfl.ch/page-111820-en.html

Jump to search field. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Most of our research is devoted to equilibrium statistical mechanics, lattice models, continuous limits and their symmetries, using tools of complex analysis, probability and quantum field theory. A key project is the investigation of the connection between exactly solvable models and Conformal Field Theories. Prof Clément Hongler. Office: MA C1 643. Tel: 41 (0)21 69 35287.

4

Visitors information | CSFT

http://csft.epfl.ch/page-137319-en.html

Jump to search field. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Getting to Lausanne, Hotels, and Mathematics Department @ EPFL. Getting to the EPFL Mathematics Department from Geneva by car. Getting to Lausanne from Geneva Airport. One you have cleared customs, turn left and follow the signs to the Airport's railway station. Tickets to Lausanne can be bought at the guichet on the right hand side as you enter the station through a revolvin...

5

Prof. Clément Hongler | CSFT

http://csft.epfl.ch/hongler

Jump to search field. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Studied mathematics at the Ecole Polytechnique Fédérale de Lausanne (EPFL) where he got his master degree in 2008. He then got his Ph.D. in 2010 at the Univerity of Geneva under the supervision of Prof. Stanislav Smirnov and went on to the Columbia University to work as a Ritt Assistant Professor and a Minerva Fellow from September 2010 to July 2014. C Hongler and S. Smirnov.

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Chair of Statistical Field Theory | EPFL

Jump to search field. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Chair of Statistical Field Theory. Most of our research is devoted to equilibrium statistical mechanics, lattice models, continuous limits and their symmetries, using tools of complex analysis, probability and quantum field theory. A key project is the investigation of the connection between exactly solvable models and Conformal Field Theories.

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