Dear all, There was a typo on the time of the talk in the title of the announcement. As in the message below (and as in the webpage), tomorrow's talk will begin at 10:00. I am sorry for the confusion. Best regards, Sin-Myung Lee
-----------------------원본 메세지-----------------------보낸사람: "이신명"sinmyunglee@kias.re.kr받는사람: cart-seminar@snurep.crystalline.site보낸날짜: 2024-06-12 10:53:30 GMT +0900 (Asia/Seoul)제목: [Cart-seminar] (Reminder) Seminar announcement (Hideya Watanabe, June 21 (Fri), 11:00AM) Dear CART seminar subscribers,
This is a gentle reminder of the CART seminar by Hideya Watanabe (Rikkyo University), on 10;00 - 11:00 tomorrow.
Hope to see you at the seminar!
Best regards,
Sin-Myung Lee
-----------------------원본 메세지----------------------- 보낸사람: "이신명"sinmyunglee@kias.re.kr 받는사람: "Mathematics Members(mathall)" mathall@kias.re.kr, cart-seminar@snurep.crystalline.site 보낸날짜: 2024-06-10 18:26:39 GMT +0900 (Asia/Seoul) 제목: Seminar announcement (Hideya Watanabe, June 21 (Fri), 11:00AM)
Dear all,
The upcoming CART seminar is scheduled on June 21st (Friday), 10:00 - 11:00 (Korea time).
Speaker: Hideya Watanabe (Rikkyo University)
Title: Combinatorial $K$-matrices arising from affine quantum symmetric pairs of type $A$
Abstract: A combinatorial $R$-matrix is a solution to the combinatorial Yang-Baxter equation, which plays a vital role in discrete dynamical systems such as box-ball systems. It has been known that the theory of crystal bases arising from quantum groups provides us with a framework to construct combinatorial $R$-matrices systematically. In a dynamical system which has a boundary, the role of the combinatorial Yang-Baxter equation is replaced by the combinatorial reflection equation, whose solutions are called combinatorial $K$-matrices. In this talk, based on a joint work with Hiroto Kusano and Masato Okado, I will explain how to construct combinatorial $K$-matrices systematically by means of the theory of crystal bases arising from affine quantum symmetric pairs of type $A$.
You can join the seminar via the following
Zoom link: https://us06web.zoom.us/j/84037748851?pwd=MaC7wkX5TTLAQAGRr7L4uVgfs9Vaqd.1
Meeting ID: 840 3774 8851
Passcode: 640815
Please feel free to forward this to anyone who might be interested. You can check out further information on CART seminar on our website (https://sites.google.com/view/cart-kias/).
Looking forward to seeing you at the seminar!
Best regards,
Sin-Myung Lee