報告題目: Continuous quiver representations
報告人: 朱士傑 (南通大學)
報告時間: 2022年10月14日周五下午14:00-15:00
報告地點: 騰訊會議, ID: 855-620-805
報告摘要: In this talk, we will give a brief introduction to continuous representation theory, which arises recently from persistence theory in TDA. In my recent joint work with J.Rock, we construct a continuous analogue of Nakayama algebras using representations of the real line and of the circle. We study the equivalences between these categories of continuous Nakayama representations and show the classification of the categories of continuous Nakayama representations is related with low-dimensional dynamical systems.
報告人簡介: 朱士傑, 本碩畢業於上海交通大學, 師從章璞教授; 博士畢業於美國東北大學，師從Gordana Todorov教授.
後赴愛荷華大學任訪問助理教授. 現任教於南通大學必一体育平台，獲得國家自然科學基金青年基金, 從事代數及表示論研究. 研究課題包括同調代數🏗，傾斜理論，函子範疇等.