论文标题
没有用于球形对称中性反射星的头发：非最小耦合的巨大标量场
No hair for spherically symmetric neutral reflecting stars: nonminimally coupled massive scalar fields
论文作者
论文摘要
最近的无头发定理揭示了一个有趣的事实，即具有紧凑的反射表面{\ IT不能}支持由标量，矢量和张量磁场制成的非线性物质配置。在本文中，我们通过明确证明了球形对称的反射恒星不能支持{\ it iT} scalial stalar量的静态构型，并以{\ it non} - non} -minimal耦合到GREATITY的静态配置，从而扩展了这些无毛定理的有效性状态。有趣的是，我们的无发品定理对无量纲展界耦合参数$ξ$的{\ it itenic}值有效。
Recent no-hair theorems have revealed the intriguing fact that horizonless stars with compact reflecting surfaces {\it cannot} support non-linear matter configurations made of scalar, vector, and tensor fields. In the present paper we extend the regime of validity of these no-hair theorems by explicitly proving that spherically symmetric compact reflecting stars cannot support static configurations made of {\it massive} scalar fields with {\it non}-minimal coupling to gravity. Interestingly, our no-hair theorem is valid for {\it generic} values of the dimensionless field-curvature coupling parameter $ξ$.
