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Sino-Russian Mathematics Center-JLU Colloquium(2024-011)—L-Algebras:The Yang-Baxter equation in algebraic logic

Posted: 2024-04-22   Views: 

报告题目:L-Algebras:The Yang-Baxter equation in algebraic logic

报 告 人:Leandro Vendramin

所在单位:Vrije Universiteit Brussel,Belgium

报告时间:2024年4月23日 20:00-22:00

报告地点:Zoom Id: 904 645 6677,Password: 2024

会议链接:

https://zoom.us/j/9046456677?pwd=Y2ZoRUhrdWUvR0w0YmVydGY1TVNwQT09&omn=89697485456


报告摘要: We will discuss interactions between set-theoretical solutions to the Yang-Baxter equation and structures that appear in algebraic logic. Most of this interplay will be based on the recently introduced theory of L-algebras. Hilbert and Heyting algebras are examples of L-algebras. The talk requires almost no background. We will present examples, problems and conjectures.


报告人简介:Leandro Vendramin is an Associate Professor of Mathematics at the Vrije Universiteit Brussel, Belgium. His research interests are related to the algebra behind the Yang-Baxter equation. This includes Hopf algebras and Nichols algebras and discrete structures such as skew braces and L-algebras. His home page is https://leandrovendramin.org.