HPMug2oMmNrOfxWQHLiEksa6s0hFu9Ox348d7QefarYlaFR5ArkhOwm3Da1pmxmxCtenj1+6luWD#r#n+EPn9L6Ce+9onqnMlT+i ›› 2011, Vol. 27 ›› Issue (1): 54-59.DOI: 10.3969/j.issn.1009-0479.2011.01.013
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Abstract: Nonlinearpartialdifferentialequationisanimportantbranchofmodernmathematicsandre searchonexactsolutionofnonlinearpartialdifferentialequationsisanimportantcomponentoftheoretical research.Asisknowntoall,Liesymmetricmethodisadirectandpowerfulwaywhichcomprisesexact solutionofnonlinearpartialdifferentialequation.UsingLiesymmetryanalysistostudynonlinearevolu tionequation,specificallyshortpulseequation,thepaperfoundtheinfinitesimalgeneratoroftheequa tion,thecorrespondingsymmetrygroupandsomesymmetryreductionandgroupinvariantsolution.
Key words: shortpulseequation, iesymmetry, ymmetryanalysis, roupinvariantsolution
CLC Number:
0175.29
CHEN Li-Ping, WANG Yue. AnalysisofLieSymmetryandExactSolutionofShortPulseEquation[J]. HPMug2oMmNrOfxWQHLiEksa6s0hFu9Ox348d7QefarYlaFR5ArkhOwm3Da1pmxmxCtenj1+6luWD#r#n+EPn9L6Ce+9onqnMlT+i, 2011, 27(1): 54-59.
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URL: http://kmyzxb.magtech.com.cn/EN/10.3969/j.issn.1009-0479.2011.01.013
http://kmyzxb.magtech.com.cn/EN/Y2011/V27/I1/54