Advances in Nonlinear Waves and Symbolic Computation

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Zhenya Yan
Nova Science Publishers, Jan 1, 2009 - Mathematics - 150 pages
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With the rapid development of science and technology, the computer has become an important tool in many science fields. Particularly, symbolic computation, which is one of the most exciting and challenging areas. It has been applied in many sciences such as mathematics, physics, chemistry, biology, mechanics, engineering, etc., in particular, non-linear sciences ad complex sciences. Nowadays, many symbolic computation softwares have been used to deal with these problems. Up to now, there have existed many non-linear differential/difference systems related to solitons and chaos in the non-linear science field. In order to understand these complex physical phenomena, it is important to research some of their basic properties. Because of the complexity of these non-linear systems, with the symbolic computation, this new book presents important research on non-linear differential/difference systems, related to solitons and chaos as well as other non-linear sciences in views of constructive algorithms.

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Direct Methods and Symbolic Software for Conservation Laws
Nonclassical Potential Symmetries for a Nonlinear Thermal Wave
AntiDark Solitons of the Resonant Nonlinear Schrodinger

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