葛焕敏，女，讲师，数据科学教研室
教育背景：
2015．9—2018．7中国工程物理研究院 基础数学专业 博士
研究方向：现代调和分析理论（压缩感知）
2012．9—2015．7鲁东大学 应用数学专业 硕士
研究方向：微分方程
2008．9—2012．7 山东师范大学大学 数学与应用数学专业 学士
工作经历：2018.8—至今 北京体育大学体育工程学院
讲授课程：数学分析、线性代数
研究成果：
[1]Huanmin Ge, LiboWang， JinmingWenandJunXian, A RIP condition for exact support recovery with covariance-Assisted matching pursuit, IEEE Signal Processing Letter，26(3):520-524,(2019)
[2] Huanmin Ge, Wengu Chen,An optimal recovery condition for sparse signals with partial support information, Accepted by Circuits, Systems and Signal Processing (2018).
[3] Huanmin Ge, Wengu Chen, Recovery of signals by a weighted minimization under arbitrary prior support information, Signal processing, 148: 288-302(2018).
[4] Huanmin Ge, JinmingWen and Wengu Chen,The null space property of the truncated -minimization, IEEE Signal Processing Letter,25(8):1261-1265(2018)
[5] Wengu Chen, Huanmin Ge, Recovery of block sparse signals under the conditions on block RIC and ROC by BOMP and BOMMP, Inverse Problem and Imaging, 12(1): 153-174 (2018)
[6] Wengu Chen, Huanmin Ge, A sharp bound on RIC in generalized orthogonal matching pursuit,Canadian Mathematical Bulletin. 60:40-54(2018)
[7] Wengu Chen, Huanmin Ge, A sharp recovery condition for block sparse signalsby block orthogonal multi-matching pursuit, ScienceChina Mathematic,60(7): 1325-1340(2017)
[8] Huanmin Ge, Jie Xin, On the existence of a mild solution for impulsive hybrid fractional differential equations, Advances in Difference Equations, 2014:211, 14 pages. (SCI )
[9] Huanmin Ge, Jie Xin, Uniform Attractor for the Fractional Non-autonomous
Long-short Wave Equations, Discrete Dynamics in Nature and Society, Article
ID 712183, 14 pages.(2014)
[10] Xiuyan Sha, Huanmin Ge, Jie Xin,On the Existence and Stability of Standing Waves for 2-Coupled Nonlinear Fractional Schrödinger System, Discrete Dynamics in Nature and Society, Article ID427487, 8 pages.(2015)
[11] 葛焕敏，辛杰，分数阶长短波方程的整体光滑解，鲁东大学学报，30(4):1-7 (2014)
获奖荣誉：2018年北京体育大学优秀成果奖
联系方式：18810726946