THE GENERATING SET OF THE DIFFERENTIAL INVARIANT ALGEBRA AND MAURER-CARTAN EQUATIONS OF A （2＋1）-DIMENSIONAL BURGERS EQUATION

THE GENERATING SET OF THE DIFFERENTIAL INVARIANT ALGEBRA AND MAURER-CARTAN EQUATIONS OF A （2＋1）-DIMENSIONAL BURGERS EQUATION

The authors construct Maurer-Cartan equation, the generating set of the differential invariant algebra and their syzygies for the symmetry groups of a （2＋1）-dimensional Burgers equation, based on the theory of equivariant moving frames of infinite-dimensional Lie pseudo-groups.

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Veröffentlicht in:系统科学与复杂性：英文版 2013 (2), p.281-290
1. Verfasser: MEI Jianqin WANG Haiyan
Format: Artikel
Sprache:eng
Schlagworte:
Burgers方程
Cartan
代数和
发电机组
和毛
对称群
差分
无穷维
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Zusammenfassung:The authors construct Maurer-Cartan equation, the generating set of the differential invariant algebra and their syzygies for the symmetry groups of a （2＋1）-dimensional Burgers equation, based on the theory of equivariant moving frames of infinite-dimensional Lie pseudo-groups.
ISSN:1009-6124
1559-7067