homoclinicorbitsoffirstorderdiscretehamiltoniansystemswithsuperlinearterms

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	homoclinicorbitsoffirstorderdiscretehamiltoniansystemswithsuperlinearterms
	Chen Wenxiong 1; Yang Minbo 2; Ding Yanheng2
	2011
发表期刊	sciencechinamathematics
ISSN	1674-7283
卷号	54 期号:12 页码:2583
摘要	In this paper we consider the first order discrete Hamiltonian systems, where ∈ R~(2N), H(n, Z)=1/2S(n)z·z+R(n, z) is periodic in n and superlinear as \|z\| →∞. We prove the existence and infinitely many (geometrically distinct) homoclonic orbits of the system by critical point theorems for strongly indefinite functionals.
语种	英语
文献类型	期刊论文
条目标识符	http://ir.amss.ac.cn/handle/2S8OKBNM/36568
专题	数学所
作者单位	1.华侨大学 2.中国科学院数学与系统科学研究院
推荐引用方式 GB/T 7714	Chen Wenxiong,Yang Minbo,Ding Yanheng. homoclinicorbitsoffirstorderdiscretehamiltoniansystemswithsuperlinearterms[J]. sciencechinamathematics,2011,54(12):2583.
APA	Chen Wenxiong,Yang Minbo,&Ding Yanheng.(2011).homoclinicorbitsoffirstorderdiscretehamiltoniansystemswithsuperlinearterms.sciencechinamathematics,54(12),2583.
MLA	Chen Wenxiong,et al."homoclinicorbitsoffirstorderdiscretehamiltoniansystemswithsuperlinearterms".sciencechinamathematics 54.12(2011):2583.