We construct a Miura-like transformation which transforms symplectic forms, Poisson brackets and conservation laws of KdV into those of SG, and then, transforms the hamiltonian flow of KdV into a one-parameter symmetry group of SG.
On the Hamiltonian Structures of the Korteweg-de Vries and sine-Gordon Theories.
VILASI, Gaetano
1980
Abstract
We construct a Miura-like transformation which transforms symplectic forms, Poisson brackets and conservation laws of KdV into those of SG, and then, transforms the hamiltonian flow of KdV into a one-parameter symmetry group of SG.File in questo prodotto:
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