Quantum Curves, Integrability and Cluster Algebras

Joy Lukman

  • 6 Dec 2021 - 17 Dec 2021
    8:00 am - 5:00 pm

Leonid Chekhov (Michigan State University)
Paul Norbury (University of Melbourne)
Michael Shapiro (Michigan State University)
Norman Do (Monash University)
Elba Garcia-Failde (IRIF, Paris Diderot University)

Program Description:
This program will gather leading experts in the areas of quantum spectral curves, topological recursion and cluster algebras to address recent advances and proliferate new connections between these fields. Such a meeting is particularly timely as a recent connection between deformation quantisation and topological recursion by Kontsevich and Soibelman. This progress is accompanied by recent progress in quantum cluster algebras and their relation to quantum monodromies of Fuchsian systems. Connections between these fields are apparent from the physics perspective and research is now under way to make rigorous sense of these relationships.

Program Structure: TBC


  • Deadline: 7 October 2021
  • Registration is by invitation only. If you are interested to participate, please contact one of the organisers with your CV and research background.

MATRIX Wine and Cheese Afternoon 7 December 2021
On the first Tuesday of each program, MATRIX provides a pre-dinner wine and cheese afternoon. Produce is locally-sourced to showcase delicacies from the region.