It is well confirmed that the nonlinear evolution equation is widely used as a leading mathematical equation for describing the physical significance of many physics branches. But it is a challenging task to solve them. Recently, many researchers have proposed various types of analytic methods to construct the soliton solutions. Unfortunately, most of these methods lead to equivalent solutions. In my opinion, the methods with the equivalent solutions of NLEEs are not helpful for further verification in the laboratory. That is why my discussion topic is "Which are the most appropriate analytic methods to construct the soliton solutions for nonlinear evolution equations?".
Hello,
See please " on some recent analytic methods of nonlinear partial differential equations ". By
Lions Pierre Louis
Dear sir Raed Almomani
I cannot locate the article "On some recent analytic methods of nonlinear partial differential equations."
So, can you attach the paper here or address the full path of it??
I couldn't access it too.
Louis lions is a French mathematician and a John Fields medalist, I think you might find many answers in his works.
Sorry for not helping in this.
Dear Raed Almomani
Thanks for your informative suggestions. Can you also provide the DOI of "on some recent analytic methods of nonlinear partial differential equations"?
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