New periodic solutions for three or four identical vortices on a plane and a sphere
A. V. BorisovI. S. MamaevA. A. Kilin
所有作者
A. V. BorisovI. S. MamaevA. A. Kilin
文献摘要
In this paper we describe new classes of periodic solutions for point
vortices on a plane and a sphere. They correspond to similar solutions
(so-called choreographies) in celestial mechanics.