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24 Mayıs 2022, 14:30 
Feza Gürsey Fizik ve Matematik UAM FGC Yüksek Yapılar SeminerleriAn introduction to perverse schober Tatsuki Kuwagaki A perverse sheaf is the topological counterpart of a differential equation with (regular) singularities. A perverse schober is "a category-valued perverse sheaf". It consists of monodromy of categories and their behaviors around singularities. The notion of perverse schober quite naturally appears in many contexts e.g., mirror symmetry. In this talk, I'll give an introduction to a very elementary part of perverse schober and related topics. NOT: Join Zoom Meeting https://boun-edu-tr.zoom.us/j/98348052373?pwd=SERka1dMV1U0U0xVdWdiY3pWR0lpdz09 Meeting ID: 983 4805 2373 Passcode: 553391 Genel Matematik Araştırmaları İngilizce Zoom fgc 14.05.2022 |
