KÄHLER SURFACES WITH QUASI CONSTANT HOLOMORPHIC CURVATURE

WLODZIMIERZ JELONEK
  • Glasgow Mathematical Journal, July 2015, Cambridge University Press
  • DOI: 10.1017/s0017089515000312

K\"ahler surfaces with quasi constant holomorphic curvature

What is it about?

In this paper we classify QCH K\"ahler surfaces with l.c.k opposite almost Hermitian structure. We also prove that a K\"ahler surface is a QCH surface if and only if it admits an opposite almost Hermitian structure which satisfies the G2 condition of Gray.

Why is it important?

We start an investigation of an important class of K\"ahler surfaces.

Perspectives

Dr Wlodzimierz Wiktor Jelonek
Cracow University of Technology

We want to classify all QCH K\"ahler surfaces. Our paper is the first step in this direction.

Read Publication

http://dx.doi.org/10.1017/s0017089515000312

The following have contributed to this page: Dr Wlodzimierz Wiktor Jelonek