论文标题
关键$ l^p $的空间中的异常能量通量
Anomalous energy flux in critical $L^p$-based spaces
论文作者
论文摘要
我们构建了一个三维矢量场，该场在每个Littlewood-Paley壳体上都表现出正能通量，并且在$ l^p $的空间中具有最好的规律性，$ p \ le 3 $;特别是，它属于$ h^{（\ frac56）^ - } $。
We construct a three-dimensional vector field that exhibits positive energy flux at every Littlewood-Paley shell and has the best possible regularity in $L^p$-based spaces, $p \le 3$; in particular, it belongs to $H^{(\frac56)^-}$.
