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On properties of new parameterized 5th-order nonlinear evolution equation |
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| Authors: | Ruo-Xia Yao Chang-Zheng Qu Zhi-Bin Li |
| Institution: | a Department of Computer Science, East China Normal University, Shanghai 200062, PR China b Department of Computer Science, Weinan Teachers College, Shaanxi 714000, PR China c Department of Mathematics, Northwest University, Xi'an 710069, PR China |
| Abstract: | By means of direct algebraic methods, generalized symmetries and conservation laws are obtained for a new parameterized 5th-order nonlinear evolution equation under the different parameters constraints. The multi-soliton solutions are also constructed by combining some nonlinear transformations and the simplified Hirota approach with the assistance of symbolic manipulation system Maple. |
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