论文标题
汉堡 - 希尔伯特方程的最高尖端波
Highest Cusped Waves for the Burgers-Hilbert equation
论文作者
论文摘要
在本文中，我们证明存在汉堡 - 希尔伯特方程的周期性最高，引起的，行驶波解决方案$ f_ {t} + f f_ {x} = h [f] $，并以$ 0 $ $ $ $ $ 0 $。该证明结合了仔细的渐近分析和计算机辅助方法。
In this paper we prove the existence of a periodic highest, cusped, traveling wave solution for the Burgers-Hilbert equation $f_{t} + f f_{x} = H[f]$ and give its asymptotic behaviour at $0$. The proof combines careful asymptotic analysis and a computer-assisted approach.
