Activity‎ > ‎

Algebraic Geometry On Fridays - Matsumura, Shin-ichi (Kagoshima University)

posted May 14, 2013, 9:30 PM by Jihye Jung   [ updated May 14, 2013, 9:32 PM ]
 

- Title : On the Nadel vanishing theorem for the multiplier ideal sheaves associated to metrics with minimal

 

 

- Speaker : Matsumura, Shin-ichi (Kagoshima University)

 

 

- Date & Time : 16 May, 2013 (Thu) 14:00~15:00

 

 

- Place : Math Science Building room 404

 

 

- Abstract

 

: In this talk, I will talk on the Nadel vanishing theorem for the multiplier ideal sheaf associated to a singular metric admitting an analytic Zariski decomposition (such as a metric with minimal singularities), under some weak assumption. For the proof, we generalize Koll ar's injectivity theorem to a line bundle with a singular metric. Further we establish the asymptotic vanishing theorem for high tensors powers of a line bundle.

 

 

 

 

 

 

 

 

 

 

 

Ċ
Poster.pdf
(417k)
Jihye Jung,
May 14, 2013, 9:33 PM
Comments