论文标题
规范几乎是kähler指标二至一般平面的波浪洛伦兹指标
Canonical almost-Kähler metrics dual to general plane-fronted wave Lorentzian metrics
论文作者
论文摘要
在紧凑的环境中，Aazami和Ream \ cite {Aazami：2022th}证明了Riemannian指标对一类Lorentzian指标，称为（紧凑的）一般平面风格的波，几乎是Kähler。在本说明中，我们解释了如何构建对那些一般平面的波浪的极端和第二陈化的非kähler几乎是kähler指标。
In the compact setting, Aazami and Ream \cite{Aazami:2022th} proved that Riemannian metrics dual to a class of Lorentzian metrics, called (compact) general plane-fronted waves, are almost-Kähler. In this note, we explain how to construct extremal and second-Chern-Einstein non-Kähler almost-Kähler metrics dual to those general plane-fronted waves.
