# (16.06.) Generalised Duality, Integrability and Resurgence

Daniel Thompson (Brussels)

16.06.2016 at 16:15

We provide an introduction to two classes of integrable deformations that deform the Principal Chiral Model and the Wess-Zumino Witten model and highlight their connection via a generalised notion of T-duality. We study the simplest example, the SU(2) \eta-deformed theory on $R\timesS_1$ with twisted boundary conditions. We study the large order behaviour of perturbation theory of the ground state energy, and show that this precisely encodes certain non-perturbative information exemplifying the phenomenon of resurgence.

Arnold Sommerfeld Center
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