Title   name
The 5th Korea Toric Topology Winter Workshop
 
  Title
  Speaker   Hiroaki Ishida  
  Date 2019-01-22
  Host
  Place Gyeongju, K- Hotel
  File  의 1 번째 Real Media 동영상입니다. 의 1 번째 강연자료입니다.
 
Abstract : We say that an e ective action of a compact torus G on a connected smooth
manifold M is maximal if there exists a point x 2 M such that dimG +
dimGx = dimM. On the other hand, a compact connected complex manifold
equipped with a compact torus action has a holomorphic foliation coming
from the torus action. In this talk, we discuss a classi cation of compact
connected complex manifolds with maximal torus actions up to transversely
equivalence. If time permits, we also discuss the basic cohomology and basic
Dolbeault cohomology of such manifolds.
This talk is based on a joint work with Roman Krutovsky and Taras
Panov.