报告题目：Hopf Algebroids from Dynamical Yang-Baxter Maps
报 告 人：Youichi Shibukawa
所在单位：Hokkaido University
报告时间：December 11, 2025, 14:00-16:00
报告地点：Zoom Id: 904 645 6677，Password: 2025
会议链接：
https://zoom.us/j/9046456677?pwd=LJpBPzAw2Sn0MKhb0Qc6QdJ1jEeh7B.1&omn=88293207047
报告摘要:
Faddeev, Reshetikhin, and Takhtajan famously constructed q-analogs of function spaces, which are Hopf algebras (or, more precisely, bialgebras), by utilizing the R-matrices, solutions to the (quantum) Yang-Baxter equation. This talk introduces a generalization of their approach. We demonstrate that dynamical Yang-Baxter maps - solutions to a version of the dynamical Yang-Baxter equation - yield Hopf algebroids. These Hopf algebroids can also be regarded as a generalization of Hayashi's face algebras.
报告人简介: Professor Youichi Shibukawa is based at Hokkaido University. His initial research focused on the quantum group and its representation theory. He is currently studying Garside theoretic aspects of the quiver-theoretic Yang-Baxter equation.
