东北师范大学数学与统计学院
个人信息
School of Mathematics and Statistics,NENU
Personal Particulars
常小军  教授
【主要科研著作】
 
【主要科研项目】
1. 李勇,常小军,高忆先,杨雪,张伟鹏,祖建,陈博超,张静静,刘思尧. 多尺度哈密顿系统的KAM理论和有效稳定性. 国家自然科学基金委员会面上项目(资助金额:61.8万元). 执行时间:2016-01-01至2019-12-01.
2. 常小军. 几类奇异动力学方程解的存在性及相关问题研究. 吉林省教育厅(资助金额:3万元). 执行时间:2016-01-01至2017-12-01.
3. 常小军,黄庆道,赵昕,王国铭,魏元鸿,黎文磊,高忆先,闫卫平,高鹏. 分数阶椭圆. 国家自然科学基金面上项目(资助金额:74万元). 执行时间:2015-01-01至2018-12-01.
【主要科研成果】
1. 李健,常小军,李勇. Rotating periodic solutions for second order systems with Hartman-type nonlinearity. BOUNDARY VALUE PROBLEMS(2018卷37-1-11页). 2018-03-21.
2. 常小军,李勇. Rotating periodic solutions for second-order dynamical systems with singularities of repulsive type. MATH METHOD APPL SCI(40卷8期3092-3099页). 2017-05-01.
3. 常小军,李勇. Rotating periodic solutions of second order dissipative dynamical systems. DISCRETE CONT DYN S. 2016-02-01.
4. 常小军. Ground states of some fractional Schrodinger equations on R^N. P EDINBURGH MATH SOC. 2015-06-01.
5. 蔡华,常小军,赵昕. Multiple periodic solutions of second-order ordinary differential equations across resonance. BULLETIN OF THE KOREAN MATHEMATICAL SOCIETY. 2014-09-01.
6. 常小军,王志强. Nodal and multiple solutions of nonlinear problems involving the fractional Laplacian. J DIFFER EQUATIONS. 2014-04-01.
7. 常小军. Ground state solutions of asymptotically linear fractional Schrodinger equations. J MATH PHYS. 2013-06-01.
8. 常小军,乔雨. Existence of periodic solutions for a class of p-Laplacian equations. BOUNDARY VALUE PROBLEMS. 2013-04-01.
【主要科研奖励】