马文秀
Abstract
It is well known that, making use of isospectral technique of Lax, we can obtain involutive integrals of motion for some classical integrable systems. Flaschka first applied this Lax trick to the Toda lattice. Afterwards, Moser gave the Lax pairs corresponding to
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It is well known that, making use of isospectral technique of Lax, we can obtain involutive integrals of motion for some classical integrable systems. Flaschka first applied this Lax trick to the Toda lattice. Afterwards, Moser gave the Lax pairs corresponding to
Key concepts: Isospectral, Integrable system, Lax pair, Mathematics, Toda lattice, Pure mathematics, Algebra over a field, Lattice (music)