报告名称：Simple-minded systems over 2-domestic Brauer graph algebras

报告专家：张振

专家所在单位：北京师范大学

报告时间：2026.03.17, 16:30-17:30

报告地点: 腾讯会议：954-904-077

专家简介：张振，理学博士，现任北京师范大学文理学院数学系讲师，学术型硕士研究生导师。 主持在研国家自然科学青年基金1项，在 《Journal of Algebra》，《Algebra and Representation Theory》等刊物发表学术文章数余篇等。

报告摘要：Let A be a 2-domestic Brauer graph algebra. According to Bocian-Skowronski, the algebra A is isomorphic to   which is the trivial extension   of  , where   is the repetitive algebra of an Euclidean algebra of type   and   Nakayama automorphism of  .  In this talk, we present all simple-minded systems in the stable module category of the algebra A.