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Melnikov Vector and Heteroclinic Manifolds

Melnikov Vector and Heteroclinic Manifolds
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摘要 Using the exponential dichotomies,the transversality theory and the generalized Melnikov method,we consider the conditions for the persistence and the transversality of the singular orbit,with high degeneracy,situated on the heteroclinic or homoclinic manifold under perturbation.The results obtained extend,include and improve the corresponding ones given in certain papers well known in this area. Using the exponential dichotomies,the transversality theory and the generalized Melnikov method,we consider the conditions for the persistence and the transversality of the singular orbit,with high degeneracy,situated on the heteroclinic or homoclinic manifold under perturbation.The results obtained extend,include and improve the corresponding ones given in certain papers well known in this area.
作者 朱德明
出处 《Science China Mathematics》 SCIE 1994年第6期673-682,共10页 中国科学:数学(英文版)
基金 Project supported by the National Natural Science Foundation of China Shanghai Natural Science Foundation
关键词 invariant manifold HETEROCLINIC ORBIT HOMOCLINIC ORBIT TRANSVERSALITY MELNIKOV VECTOR invariant manifold,heteroclinic orbit,homoclinic orbit,transversality,Melnikov vector
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