论文标题
数量法鳍的几何形状
Multimetric Finsler Geometry
论文作者
论文摘要
我们介绍并研究了多项鳍的几何形状，部分原因是双重重力的双重方法。对于任意数量的维度，我们根据其riemannian成分研究了几何形状的某些一般特性，而在二维情况下，我们得出了所有cartan方程，并明确地找到了Holmes-Thompson量度。
Motivated in part by the bi-gravity approach to massive gravity, we introduce and study the multimetric Finsler geometry. For the case of an arbitrary number of dimensions, we study some general properties of the geometry in terms of its Riemannian ingredients, while in the 2-dimensional case, we derive all the Cartan equations as well as explicitly find the Holmes-Thompson measure.
