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[会议论文] 作者:Xijun Hu, 来源:Workshop on Symplectic dynamics and Hamiltonian dynamics(辛动力 年份:2014
  We consider the standard Sturm-Liouville eigenvalue problem Lu + λR(x)u = 0 in J = [0,T] with u(0)= Su(T),(u)(0)= S(u)(T)for some orthogonal matrix S,where...
[会议论文] 作者:Xijun Hu, 来源:2013年变分问题和演化方程研讨会(2013 Workshop on Variational Problems and 年份:2013
[会议论文] 作者:XIJUN HU, 来源:Emerging Topics on Differential Equations and their Applicat 年份:2011
[会议论文] 作者:Xijun Hu, 来源:International Conference on Symplectic Geometry and Physics( 年份:2010
[会议论文] 作者:Xijun Hu, 来源:International Conference on Variational Methods(ICAM-3)(2012 年份:2012
  In order to understand the linear stability of symmetric periodic orbits in Hamiltonian systems,we build up a trace formula for the linear Hamiltonian syste...
[会议论文] 作者:Xijun Hu, 来源:International Conference on Variational Methods (ICVAM-2)(20 年份:2009
  Using the Maslov index theory in symplectic geometry,we build up some stability criteria for symmetric periodic orbits in a Hamiltonian system,which is moti...
[会议论文] 作者:Xijun Hu, 来源:The Second Pacific Rim Mathematical Association, PRIMA(第二届环太 年份:2013
[会议论文] 作者:Xijun Hu,Shanzhong SUN, 来源:International Conference on Variational Methods (ICVAM-2)(20 年份:2009
[会议论文] 作者:Xijun Hu,Shanzhong SUN, 来源:International Conference on Variational Methods (ICVAM-2)(20 年份:2009
[期刊论文] 作者:Xijun Hu,Yuwei Ou,Penghui Wang,Hao Zhu, 来源:分析、理论与应用(英文版) 年份:2021
In this paper,we give a survey on the Hill-type formula and its applications.Moreover,we generalize the Hill-type formula for linear Hamiltonian systems and Stu...
[会议论文] 作者:Ling Zhao,Xinyong Li,Qidong Zhao,Zhenping Qu,Xijun Hu, 来源:第十五届全国催化学术会议 年份:2010
[会议论文] 作者:Ling Zhao,Xinyong Li,Qidong Zhao,Zhenping Qu,Xijun Hu, 来源:第十五届全国催化学术会议 年份:2010
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