一、个人简介
梁峰，男，汉族，1974年10月生，安徽太和人，理学博士。现为安徽师范大学数学计算机科学学院教授，主要从事微分方程定性与分支理论研究。
二、个人简历
2001.9--2004.7 贵州工业大学运筹学与控制论专业硕士生，2004.7获硕士学位
2004.8-- 安徽师范大学数学系教师，2006年任讲师，2011年任副教授
其中
2009.9—2012.6 上海师范大学计算数学专业博士生，2012.6获博士学位
三、研究方向
1. 泛函微分方程周期解；2. 微分方程定性与分支理论
四、主讲课程
本科生：《线性代数》、《高等数学》
研究生：《微分方程定性理论》
五、科研项目
“系数可变号的p-Laplacian中立性泛函微分方程周期解和反周期解问题”，安徽高校省级科学研究项目，起止年月：2010.1—2012.8.
六、主要论文
[1] Feng Liang, Maoan Han. Limit cycles near generalized homoclinic and double homoclinic loops in non-smooth systems. Chaos, Solitons and Fractals, 2012, 45:454-464.
[2] Feng Liang, Maoan Han, Valery G. Romanovski. Bifurcation of limit cycles by perturbing a piecewise linear Hamiltonian system with a homoclinic loop. Nonlinear Analysis TMA, 2012, 75:4355-4374.
[3] Feng Liang, Maoan Han. Degenerate Hopf bifurcation in non-smooth system. Int. J. Bifur. Chaos., 2012, 22. doi: I0.1142/S02**575.
[4] Feng Liang, Maoan Han. The stability of some kinds of generalized homoclinic loops in planar piecewise smooth systems. Int. J. Bifur. Chaos., 2012. Accept.
[5] Feng Liang, Lu Shiping, Han Maoan. Existence of periodic solutions to a p-Laplacian-like Lienard differential equation with a deviating argument. J. of Math., 2011, 31:48-54.
[6] Feng Liang, Guo Lixiang, Lu Shiping. New results of periodic solutions for Rayleigh type p-Laplacian equation with a variable coefficient ahead of the nonlinear term. Nonlinear Anal.TMA.,2009, 70:2072-2077.
[7] Feng Liang, Guo Lixiang, Lu Shiping. Existence of periodic solutions for a p-Laplacian neutral functional differential equation. Nonlinear Anal.TMA.,2009, 71:427-436.
[8] Feng Liang, Lu Shiping. The existence of anti-periodic solutions to a p-Laplacian neutral functional differential equation with a variable parameter. Mathematica Applicata, 2009, 22(3):188-194.
[9] Feng Liang, Lu Shiping, Han Maoan. The existence of anti-periodic solutions to a Rayleigh type functional differential Equation with a deviating argument. J. of Math. Study, 2009, 42(2) : 256 -261.
联系方式：liangf@mail.ahnu.edu.cn


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