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City Article / Hangzhou / Springer / / Company Mathematical Physics Hindawi Publishing Corporation / Volume 2014 The Scientific World Journal Hindawi Publishing Corporation / Creative Commons / Differential Equations Hindawi Publishing Corporation / Hindawi Publishing Corporation / Group Invariant Solutions / ID 282390 / Operations Research Hindawi Publishing Corporation / Applied Mathematics Algebra Hindawi Publishing Corporation / Applied Analysis Volume 2014 Hindawi Publishing Corporation / Mathematics Hindawi Publishing Corporation / Decision Sciences Hindawi Publishing Corporation / / Country United States / / / Facility Changshu Institute of Technology / / IndustryTerm mKdV systems / interaction solutions / recursion operators / trivial seed solution / recursion operator / kink soliton solution / invariant solutions / solitary-wave solution / conservative systems / undercompressive shock profile solutions / interaction solution / invariant solution / reduction solution / symmetry reduction solutions / approximate solutions / important nonlinear systems / / Organization National Natural Science Foundation of China / Institute of Technology / New Modified KdV Equation Qian Suping and Li Xin Department of Mathematics / / Person X. Jiao / Y. Chen / X. Hu / R. Yao / Wen-Xiu Ma / X. R. Hu / S. Y. Lou / / Position Academic Editor / Professor / / ProvinceOrState New York / / PublishedMedium Journal of Physics A / Physica Scripta / Journal of Mathematical Physics / / Technology http / / URL www.hindawi.com / http / SocialTag 
Hindawi Publishing Corporation Advances in Mathematical Physics Volume 2013, Article ID[removed], 5 pages http://dx.doi.org[removed][removed]Research Article