Tetrahedron and 3D Reflection Equations in Integrable Systems and Quantum Cluster Algebras
发布时间:2024年05月14日
浏览次数:517
发布者: Ruixin Li
主讲人: Atsuo Kuniba (University of Tokyo)
活动时间: 从 2024-05-22 16:00 到 17:00
场地: 线上
Abstract: Tetrahedron and three-dimensional (3D) reflection equations are generalizations of the Yang-Baxter and 2D reflection equations into 3D systems. By now, a number of interesting solutions have been constructed which are connected to the representation theory of quantized coordinate rings, quantum cluster algebras and so forth. In this talk I will briefly review the subject and present a new solution associated with the Fock-Goncharov quiver as a main example.
(Joint work with Rei Inoue, Xiaoyue Sun, Yuji Terashima and Junya Yagi)
Zoom Link: https://us06web.zoom.us/j/83257513046
Meeting ID: 832 5751 3046
Password: EHCGP2024
Password: EHCGP2024