Integrable Systems 2013

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Thank you to all of our speakers and visitors for the success of our first workshop. We hope you enjoyed your visit.
Our first workshop was held at the School of Mathematics and Statistics, The University of Sydney on 2 December 2013. Nine lectures on a range of interesting topics were delivered by Kenji Kajiwara, Hidetaka Sakai, Yasuhiko Yamada, Peter Vassilou, Geoff Prince, Omar Foda, John Roberts, Renoit Quispel and Holger Dullin.
Integrable Systems Workshop 2013 participants enjoying lunch
You can see more details on the 2013 workshop’s website.


Monday, 2 December
09:00 – 09:10 Introduction: Nalini Joshi
09:10 – 09:40 Kenji Kajiwara
09:45 – 10:15 Hidetaka Sakai
10:20 – 10:50 Yasuhiko Yamada
     Morning tea
11:20 – 11:50 Peter Vassiliou
11:55 – 12:25 Geoff Prince
14:15 – 14:45 Omar Foda
14:50 – 15:20 John Roberts
     Afternoon tea
15:50 – 16:20 Reinout Quispel
16:25 – 16:55 Holger Dullin


Spoiler title

|  Kenji Kajiwara, Kyushu University

We report some recent results on the deformation of discrete space curves described by the discrete mKdV or the discrete sine-Gordon equations. We show that it is formulated as the torsion-preserving isoperimetric and equidistant deformation on the osculating plane. This is a collaborated work with J. Inoguchi, N. Matsuura and Y. Ohta.

Spoiler title

|  Yasuhiko Yamada, Kobe University

We will discuss quantized Lax pairs for Painlevé and Garnier equations. Using their relation to the conformal field theory, we formulate integral formulae for some special solutions of the Lax linear problems. General series solutions will be also considered.