论文标题
在同质空间上的共形相关$（α，β）$ - 指标
Conformally related invariant $(α,β)$-metrics on homogeneous spaces
论文作者
论文摘要
在本文中，我们给出了Berwald Type的一般$（α，β）$的标志曲率公式。我们研究了与不变性$（α，β）$ - $ - 指标合成相关的一般$（α，β）$ - 指标（α，β）$（α，β）$ - $ - $ - 指标。同样，给出了与$（α，β）$ - 公制相关的Finsler度量标准的必要条件，并研究了与共同相关的Douglas Randers指标。最后，我们提出了一些与共同相关的$（α，β）$ - 指标的例子。
In this paper, we give the flag curvature formula of general $(α,β)$-metrics of Berwald type. We study conformally related $(α,β)$-metrics, especially general $(α,β)$-metrics that are conformally related to invariant $(α,β)$-metrics. Also, a necessary and sufficient condition for a Finsler metric conformally related to an $(α,β)$-metric is given, and conformally related Douglas Randers metrics are studied. Finally, we present some examples of conformally related $(α,β)$-metrics.
