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Stability of hyperbolic vector fields

机译:双曲向量场的稳定性

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We giue a geometrical proof of the global stability theorem for a large class of hyperbolic vector fields (i.e. those satisfying axiom A and the strong transversality condition). The class of hyperbolic vector fields we consider in this paper is constituted by those hyperbolic vector fields for which the attractor and repellor sets are trivial (i.e. sigularities and/or periodic orbits) and their non-trivial basic sets are d-separated.
机译:我们为一大类双曲向量场(即满足公理A和强横向条件的场)提供了全局稳定性定理的几何证明。我们在本文中考虑的双曲向量场的类别由那些吸引子和排斥子集是琐碎的(即奇异性和/或周期轨道)且它们的非琐碎基本集是d分隔的那些双曲向量字段构成的。

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