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	TWO CLOSED GEODESICS ON COMPACT SIMPLY CONNECTED BUMPY FINSLER MANIFOLDS
	Duan, Huagui ; Long, Yiming ; Wang, Wei
	2016
关键词	MASLOV-TYPE INDEX SPHERES MULTIPLICITY 2-SPHERES STABILITY FORMULAS
英文摘要	We prove the existence of at least two distinct closed geodesics on a compact simply connected manifold M with a bumpy and irreversible Finsler metric, when H* (M; Q) congruent to T-d,T-h+1(x) for some integer h >= 2 and even integer d >= 2. Consequently, together with earlier results on S-n, it implies the existence of at least two distinct closed geodesics on every compact simply connected manifold M with a bumpy irreversible Finsler metric.; NSFC [11131004, 11471169, 11222105, 11431001]; LPMC of MOE of China; Nankai University; MCME; BCMIIS of Capital Normal University; Foundation for the Author of National Excellent Doctoral Dissertation of PR China [201017]; SCI(E); ARTICLE; duanhg@nankai.edu.cn; longym@nankai.edu.cn; alexanderweiwang@gmail.com; 2; 275-289; 104
语种	英语
出处	SCI
出版者	JOURNAL OF DIFFERENTIAL GEOMETRY
内容类型	其他
源URL	[http://hdl.handle.net/20.500.11897/458777]
专题	数学科学学院
推荐引用方式 GB/T 7714	Duan, Huagui,Long, Yiming,Wang, Wei. TWO CLOSED GEODESICS ON COMPACT SIMPLY CONNECTED BUMPY FINSLER MANIFOLDS. 2016-01-01.

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