弱耗散非线性浅水波方程周期柯西问题

The Cauchy Problem for a Weakly Dissipative Nonlinear Shallow Water Wave Equation

建立了弱耗散非线性浅水波方程的局部适定性 ,对于不同的初始值 。

In this paper,We establish the local well-posedness of a weakly dissipative nonlinear shallow water ware equation,and obtain the global solution and blow-up phenomena for different initial values.