论文标题
关于正压欧拉系统的“野生”初始数据的密度
On the density of "wild" initial data for the barotropic Euler system
论文作者
论文摘要
我们表明，一组``野生数据''集，这是指压力欧拉系统所接受的初始数据，该数据在相位空间的$ l^p- $拓扑中是密集的。
We show that the set of ``wild data'', meaning the initial data for which the barotropic Euler system admits infinitely many admissible entropy solutions, is dense in the $L^p-$topology of the phase space.
