Department Seminars & Colloquia




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Morihiko Saito's theory of mixed Hodge modules is a far generalisation of classical Hodge theory, which is based on the theory of perverse sheaves, D-modules, variations of Hodge structures. One can think of mixed Hodge modules as a certain class of D-modules with Hodge structures. Naturally they are accompanied by perverse sheaves via the Riemann–Hilbert correspondence. This guide consists of about 8 talks, which may cover: review of classical Hodge theory, D-modules and filtered D-modules, nearby and vanishing cycles, etc. The main goal is to understand the notion of mixed Hodge modules and to explain two important theorems: the structure theorem and the direct image theorem. If time permits, we discuss recent applications of the theory in algebraic geometry.
zoom 정보는 강연 며칠 전에 이곳에 공개될 예정입니다. 총 8회의 강연을 계획중이고 매주 금요일 1회씩 진행하여 3월 말- 4월 초까지 진행할 계획입니다.
Host: 박진현     Contact: 박진현 (2734)     Korean     2022-01-05 15:25:09