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The Initial Value Problem of Nonlinear Evolution Equation |
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| Authors: | CHEN Yi-an ZHOU Zhou-hua |
| Abstract: | This paper discusses the initial value problem of the nonlinear evolution equation. The uniqueness and stability of the solutions for the problem are proved. It is also obtained that the solution of the problem blows up in a finite time. |
| Keywords: | uniqueness stability blow up Cauchy problem KdV Burgers equation |
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