Finsler引力场方程静态解的解析性
On the analyticity of static solutions of a field equation in Finsler gravity
摘要：
众所周知，爱因斯坦方程的静态真空解在适当的坐标系中是解析的。我们要求在芬斯勒引力的背景下，在这里的推广。我们考虑芬斯勒时空，保持静态洛伦兹时空的几个属性，是伯瓦尔德和消失的里奇标量。
英文摘要：
It is well-known that static vacuum solutions of Einstein equations are analytic in suitable coordinates. We ask here for an extension of this result in the context of Finsler gravity. We consider Finsler spacetimes that retain several properties of static Lorentzian spacetimes, are Berwald and have vanishing Ricci scalar.
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