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SMOOTH CLASSIFICATION AND LINEARIZATION OF HYPERBOLIC VECTOR FIELDS ON R^3
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作者 Zhihua Ren (Dept. of Applied Math.,Beijing University of Technology,Beijing 100124 《Annals of Differential Equations》 2009年第3期343-347,共5页
This paper is devoted to studying smooth normal form theory of hyperbolic vector fields. As a continuation of our previous work on smooth classification and linearization of vector fields near a hyperbolic singular po... This paper is devoted to studying smooth normal form theory of hyperbolic vector fields. As a continuation of our previous work on smooth classification and linearization of vector fields near a hyperbolic singular point,in this paper,we deal with the case of hyperbolic vector fields on R3 by examining all possible resonant classes. 展开更多
关键词 vector fields RESONANCE smooth classification normal form
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