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Coverings and fundamental algebras for partial differential equations

Article ID Journal Published Year Pages File Type
1894675 Journal of Geometry and Physics 2006 60 Pages PDF
Abstract
As a by-product, for some class of Lie algebras g we prove that any subalgebra of g of finite codimension contains an ideal of g of finite codimension.
Keywords
35Q5337K3037K35The KdV equation02.20.SvGeometry of PDEs02.40.Vh02.30.IkBäcklund transformations
Related Topics
Physical Sciences and Engineering Mathematics Mathematical Physics
Preview
Coverings and fundamental algebras for partial differential equations
Authors
Sergey Igonin,
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Journal
Journal of Geometry and Physics
Journal: Journal of Geometry and Physics
Related Categories
35Q53
37K30
37K35
The KdV equation
02.20.Sv
Geometry of PDEs
02.40.Vh
02.30.Ik
Bäcklund transformations
Algebra and Number Theory
Analysis
Applied Mathematics
Computational Mathematics
Control and Optimization
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Logic
Mathematical Physics
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