lagrangian approach to dispersionless kdv hierarchy
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ID: 141057
2007
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Abstract
We derive a Lagrangian based approach to study the compatible Hamiltonian structure of the dispersionless KdV and supersymmetric KdV hierarchies and claim that our treatment of the problem serves as a very useful supplement of the so-called r-matrix method. We suggest specific ways to construct results for conserved densities and Hamiltonian operators. The Lagrangian formulation, via Noether's theorem, provides a method to make the relation between symmetries and conserved quantities more precise. We have exploited this fact to study the variational symmetries of the dispersionless KdV equation.
| Reference Key |
choudhuri2007symmetry,lagrangian
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|---|---|
| Authors | ;Amitava Choudhuri;B. Talukdar;U. Das |
| Journal | Therapeutic drug monitoring |
| Year | 2007 |
| DOI |
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| Keywords | Keywords not found |
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