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Cohomological geometry of differential equations
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Integrability and infinite hierarchies of symmetries or conservation laws N. G. Khor'kova |
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Abstract: Integrable differential equations (no matter what definition of integrability is used) have infinite hierarchies of symmetries and/or conservation laws. We present wide classes of PDE also possessing infinite series of nonlocal symmetries or conservation laws. For example, any nontrivial conservation law of an l-normal PDE generates an infinite family of nonlocal conservation laws. The results are obtained within the framework of nonlocal theory of PDE. |
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