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A Super mKdV Equation: Bosonization, Painlevé Property and Exact Solutions 被引量:3
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作者 Bo Ren Sen-Yue Lou 《Communications in Theoretical Physics》 SCIE CAS CSCD 2018年第4期343-346,共4页
The symmetry of the fermionic field is obtained by means of the Lax pair of the mKdV equation. A new super mKdV equation is constructed by virtue of the symmetry of the fermionic form. The super mKdV system is changed... The symmetry of the fermionic field is obtained by means of the Lax pair of the mKdV equation. A new super mKdV equation is constructed by virtue of the symmetry of the fermionic form. The super mKdV system is changed to a system of coupled bosonic equations with the bosonization approach. The bosonized SmKdV(BSmKdV)equation admits Painlevé property by the standard singularity analysis. The traveling wave solutions of the BSmKdV system are presented by the mapping and deformation method. We also provide other ideas to construct new super integrable systems. 展开更多
关键词 super mKdV equation bosonization approach PAINLEVE exact solutions
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