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期刊论文
Hyperbolic closed characteristics on compact convex smooth hypersurfaces in R2n
This paper is published in J. Diff. Eqns. Vol. 150 (1998), 227-249.，-0001，（）：
In this paper we prove that on every compact C2 hypersurface in R2n bounding a convex set with non-empty interior, either there exists a sequence of variationally visible hyperbolic closed characteristcs with their minimal periods tending to infinity, or there exists at least one variationally visible nonhyperbolic closed characteristic.
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