Weiguo Rui
Yao Long
Bin He
The paper is published:
Rostocker Mathematisches Kolloquium, Rostock. Math. Kolloq.
61, 57 - 71 (2006)
MSC: |
37K40 |
Soliton theory, asymptotic behavior of solutions
|
|
37K50 |
Bifurcation problems
|
Abstract:
This paper is the continuation of Ref. \cite{lon1}. Both the bifurcation theory
of planar dynamical system and elliptic function integral method
are applied to study a higher order wave equation of KdV type. And
the parametric space is redivided when the integral constant
$g\not=0$. Many explicit and implicit solutions of periodic wave
and solitary cusp wave are obtained.
Keywords: higher order wave equation of KdV type,
solitary cusp wave solution, periodic wave
solution, elliptic function integral method.
Notes: This research was supported by Natural Science
Foundation of Honghe University (XJZ10401) and the National
Natural Science Foundation of China (10261008).
karin.martin@uni-rostock.de
Seite generiert am 05.10.2006, 19:52 Uhr