【115/5/27】12:10-13:00 鍾岱軒 博士（國立成功大學數學系)
發佈日期 :
2026-05-26
| Student Seminar on Geometry | |
|---|---|
|
|
|
| Time | 2026-5-27 12:10-13:00 |
| Venue | 數學館2樓 31201 教室 |
| Speaker | 鍾岱軒 博士（國立成功大學數學系) |
| Title | Higher Codimension Monodromy II |
| Abstract | For families of varieties over a discrete valuation ring, Grothendieck’s theory of monodromy relates the geometry of the special fibre to the Galois representations associated to the \ell-adic cohomology of the generic fibre. In this talk, we explain its statement, compare with the classical monodromy theorem, together with its relation to reduction criteria for abelian varieties. Building on Grothendieck’s theorem, we then introduce a simple way to extend the statement and discuss an application. |
| Reference |
|
| Organizer | 賴青瑞、李宗儒 |
|
|
|
