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ON FIRST-ORDER STRUCTURALLY STABLE SYSTEMS ON 2-MANIFOLDS 被引量:1

ON FIRST-ORDER STRUCTURALLY STABLE SYSTEMS ON 2-MANIFOLDS
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摘要 Let (?) be the space of C’ vector fields defined on a 2-dimensional closed differentiable manifold M2 endowed with the C’ topology. Let ∑’ denote the set of all structurally stable vector fields. The complement (?)1=(?)’-∑’, is called the bifurcation set. In order to study (?)1, in [1] Andronov and Leontovitch first introduced Definition 1 below and studied the properties of dynamical systems of
作者 余澍祥
出处 《Chinese Science Bulletin》 SCIE EI CAS 1984年第1期10-13,共4页
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