摘要
在局部存在唯一性的基础上,本文证明了当ω0 ∈L(2,1) 及u0 ∈Cr 时二维Euler方程解的整体存在唯一性.这里L(2,1) 是Lorentz空间, Cr
Based on the local existence and uniqueness obtained in [3], the global existence and uniqueness of solutions in the case of ω 0∈L (2,1) and u 0∈C r(r>1) are obtained, where L (2,1) is a Lorentz space and C r is a Holder space.
出处
《应用数学》
CSCD
1999年第4期126-130,共5页
Mathematica Applicata