论文标题
RICCI FLAT FINSLER指标由扭曲的产品
Ricci flat Finsler metrics by warped product
论文作者
论文摘要
在这项工作中，我们考虑了使用Chen，S。和Zhao（2018）引入的扭曲产品概念的一类Finsler指标，并带有另一个“翘曲”，一个与静态相一致。我们将给出PDE的表征，以使所提出的指标为ricci-flat并明确构建两个非利曼式示例。
In this work, we consider a class of Finsler metrics using the warped product notion introduced by Chen, S. and Zhao (2018), with another "warping", one that is consistent with static spacetimes. We will give the PDE characterization for the proposed metrics to be Ricci-flat and explicitly construct two non-Riemannian examples.
