论文标题
相对论的完美液体的未来全球稳定性，具有状态线性方程$ p =kρ$其中$ 1/3 <k <1/2 $
Future global stability for relativistic perfect fluids with linear equations of state $p=Kρ$ where $1/3<K<1/2$
论文作者
论文摘要
我们建立了一类均质解决方案的非线性扰动对相对论欧拉方程的稳定性，其线性方程式$ p =kρ$在指数上扩展的flrw paceTime，用于状态参数值$ 1/3 <k <1/2 $。
We establish the future stability of nonlinear perturbations of a class of homogeneous solutions to the relativistic Euler equations with a linear equation of state $p=Kρ$ on exponentially expanding FLRW spacetimes for the equation of state parameter values $1/3 < K < 1/2$.
