论文标题
Schwarzschild时空上线性重力场的共形散射理论
Conformal scattering theory for the linearized gravity fields on Schwarzschild spacetime
论文作者
论文摘要
我们在本文中提供了第一步，以通过使用保形几何方法来获得Schwarzschild时空上线性重力场的保形散射理论。我们将证明，L. Anderson，P。Blue和J. Wang \ cite {ablu}最近获得的Regge-Wheeler和Zerilli方程的溶液的现有衰减结果足以获得保形散射。
We provide in this paper a first step to obtain the conformal scattering theory for the linearized gravity fields on the Schwarzschild spacetime by using the conformal geometric approach. We will show that the existing decay results for the solutions of the Regge-Wheeler and Zerilli equations obtained recently by L. Anderson, P. Blue and J. Wang \cite{ABlu} is sufficient to obtain the conformal scattering.
