報(bào)告題目：What is a Bridgeland stability condition and how can I construct one?
報(bào)告時(shí)間：2023年12月1日下午4點(diǎn)-5點(diǎn)
報(bào)告地點(diǎn)：kaiyun開(kāi)云官方網(wǎng)站犀浦校區(qū)3教X30405
報(bào)告人：熊儀睿（四川大學(xué)）
摘要：Stability serves as a fundamental concept in constructing moduli spaces of sheaves on varieties or modules over algebras. While classical stability conditions were well-defined for abelian categories, extending these definitions to derived categories had been an unresolved challenge. Inspired by physicists’work on string theory, T. Bridgeland proposed a satisfactory definition of stability conditions for derived categories in the early 2000s.
In this talk, I aim to provide an overview of stability conditions, starting with classical stability and then Bridgeland stability conditions. I hope to show you why the space of Bridgeland stability conditions is an interesting space-a complex manifold-by looking at the baby examples. If time permits, I will talk about my recent work on the stability conditions on local F_0.
報(bào)告人簡(jiǎn)介：熊儀睿博士畢業(yè)于英國(guó)謝菲爾德大學(xué)（導(dǎo)師為T(mén)om Bridgeland），目前在四川大學(xué)訪問(wèn)。
窗體底端
