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1992 Nonlinearity 5 149-160 doi: 10.1088/0951-7715/5/1/006
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Abstract. The authors prove the existence of 'cantori' of all incommensurate rotation vectors, for symplectic maps of arbitrary dimension near enough to any non-degenerate anti-integrable limit, and derive an asymptotic form for them. Cantori are invariant Cantor sets which can be thought of as remnants of KAM tori.
Print publication: Issue 1 (January 1992) |
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