论文标题
稳定的Euler在3-Sphere和其他Sasakian 3-manifold上流动
Steady Euler flows on the 3-sphere and other Sasakian 3-manifolds
论文作者
论文摘要
我们在（圆形）3-Sphere上介绍了新的稳定的Euler溶液，这些溶液是由Khesin，Kuksin和Peralta-Salas提出的ANSATZ分叉的，表明这些先前已知的溶液未分离。我们还将此Ansatz扩展到任何Sasakian 3-manifold，例如Heisenberg Group和$ SL（2，\ Mathbb {r}）$。
We present new steady Euler solutions on the (round) 3-sphere, that bifurcate from an ansatz proposed by Khesin, Kuksin and Peralta-Salas, showing that these previously known solutions are not isolated. We also extend this ansatz to any Sasakian 3-manifold, such as the Heisenberg group and $SL(2, \mathbb{R})$.
