[ DIADEMS]

Developing an Integrable Approach to Dynamical and Elliptic ModelS

Articles les plus récents

RAQIS’12

mercredi 19 octobre 2011 par Volodya Roubtsov

10-14 September 2012, Université d’Angers, RAQIS’12 ’"Recent Advances in Qiantum Integrable Systems" (http://lapth.in2p3.fr/conferences/R...) Organizers : Eric Ragoucy, Volodya Roubtsov

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7-9 September 2011, Correlation Functions of Quantum Integrable Models, Invited speakers : Frank Göhmann, Michio Jimbo, Karol Kozlowski, Andreas Klümper, Jean Michel Maillet, Tetsuji Miwa, Giuliano Niccoli, Nikita Slavnov, Fedor Smirnov, Véronique Terras, Robert Weston Organizer : Nikolai (...)

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Publications et pré-publications du Projet "DIADEMS"

jeudi 14 avril 2011 par Volodya Roubtsov

* J. Avan, A. Doikou, Liouville integrable defects : the non-linear Schrodinger paradigm ; JHEP, à paraître (2012) * J. Avan, E. Ragoucy, A new dynamical reflection algebra and related quantum integrable systems Lett.Math.Phys.,à paraître (2012) *J. Avan, Petr P. Kulish, G. Rollet ,Reflection (...)

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Postdoc

mercredi 13 avril 2011 par Volodya Roubtsov

ANR-Postdoctoral position in Integrable Systems LAPTH (Annecy) and LPTM (Cergy-Pontoise) Contacts : AVAN Jean (Cergy-Pontoise) RAGOUCY Eric (Annecy) Job Description : The current project takes place within the ANR contract DIADEMS, focusing on various aspects of the theory of (quantum) (...)

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Team Members

mercredi 13 avril 2011 par Volodya Roubtsov

Partenaire 1 (LAREMA, Angers) Partenaire 2 (IMB, Dijon) Partenaire 3 (LAPTH, Annecy-le-Vieux) Partenaire 4 (LPTM, Cergy-Pontoise) Vladimir(Volodya) Roubtsov Nicolai Kitanine Eric Ragoucy Jean Avan Irfan Mahmood Jean-Michel Maillet Luc Frappat Genevieve Rollet Fedor Smirnov Filali Ghali (...)

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Summary

mercredi 13 avril 2011 par Volodya Roubtsov

The participants of this Project met in a natural way around a problematic aimed at covering both the physical and mathematical aspects of integrable systems. They are respectively members of two mathematical physics groups from two physics laboratories and two physical mathematics group of two (...)

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