论文标题
在整个空间中的随机磁流体动力方程的Sobolev空间中的适当性理论
A well-posedness theory in Sobolev spaces for the stochastic magnetohydrodynamic equations in the whole space
论文作者
论文摘要
我们证明了在整个空间中具有三维不可压缩的随机磁性动力学方程的温和解决方案，其初始数据属于Sobolev空间。
We prove the existence of a mild solution to the three dimensional incompressible stochastic magnetohydrodynamic equations in the whole space with the initial data which belong to the Sobolev spaces.
