Citation: | Dai Qiuyi. Infinitely Many Solutions for Double Hamonic Perturbed Problem[J]. Applied Mathematics and Mechanics, 1995, 16(7): 645-652. |
[1] |
A.Bahri and H.Berestycki,A perturhation method in critical point theory and applications,Trans A.M.S.267.1(1981).1-32.
|
[2] |
A.Bahri and H.Berestycki,Forecd、ibrations of superquadrutic-Hamiltunian system,Acta Math.,152,3-4(1984),143-197.
|
[3] |
戴淑环、严子谦,方程△2-a△u+bu=f(x,u)的非平凡解的存在性—山路引理的一个应用.吉林大学学报(1984),1.
|
[4] |
唐贤江,方程△;2-a△u+bu=f(x,u)+g(x,u)的无穷多解,四川大学学报(1984).
|
[5] |
丘成桐.《微分几何》,科学出版社(1988).
|
[6] |
戴求亿,算子△2-u(x)非正特征值个数的估计及其应用.数学物理学报,12(增刊))(1992),93-95.
|
[7] |
P.Li and S.T.Yau,On the Schrodinger Equation and the eigenvalue problem,Comm Math.Phy.,88(1982).309-318.
|
[8] |
Kazunaga Tanaica,Morse indices at critical points related to the symmetrie mountain pass theorem and applications.comm. P.D.E.,14,1(1989).99-128.
|
[9] |
张恭庆,《临界点理论及其应用》,上海科技出版社(1986),
|
[10] |
廖山涛、刘金旺,《同伦论基础》,北京大学出版社(1980),
|
[11] |
P.H.Rabinowitz.Course Lecture-CIME.Varenna Italy (1974).
|
[12] |
R.S.Palais,Morse theory on Hilbert manifolds,Topology,2(1963),299-340.
|