导师姓名：焦哲哲
性别：
人气指数：143

所属院校：西北工业大学
所属院系：理学院
职称：讲师
导师类型：
招生专业：应用数学、生物物理学、数学、生物学


通讯方式 :
电子邮件：zjiao@nwpu.edu.cn


科研工作 :
1. Quantitative biology (neuroscience, tumor growth, chemotaxis etc)**Our work now has a special focus on cerebellar circuit? to study the undrlying mechanisms of timing in perception and action.?? 2. Stochastic theory of non-equilibrium statistic mechanics and its applications -Dissipative Wave Equations1. Zhe Jiao, Propagation of acoustic waves in homogeneous media with viscoelastic boundary, Submitted, 2018.2. Zhe Jiao, Stability for wave systems with nonautonomous boundary damping, Submitted, 2018.3. Zhe Jiao, Yong Xu, Acoustic wave motions stabilized by boundary memory damping?II. polynomial decay rates, Submitted, 2017.4. Zhe Jiao, Yong Xu,?Local convergence and speed estimates for semilinear wave systems damped by boundary friction, Journal of Mathematical Analysis and Applications 462(2018), 590-600.5. Zhe Jiao, Ti-Jun Xiao,?Convergence and speed estimates for semilinear wave systems with nonautonomous damping,?Mathematical Methods in Applied Sciences?39(2016), 5465-5474.6. Zhe Jiao, Ti-Jun Xiao,?Acoustic wave motions stabilized by boundary memory damping I. Wellposedness and strong stability,?Applied Mathematics Letters?57(2016), 82-89.-Stochastic Wave Equations1. Zhe Jiao, Armen Shirikyan, Yong Xu, Stationary measures of stochastic nonlinear wave equaiotns with Levy noise (in preparation).-Quantitative Neurobiology1. Zhe Jiao, Bo Liu, Yong Xu, Shanglin Zhou, Timing mechanism in cerebellar Purkinje cells (in preparation). 2. Zhe Jiao, Yong Xu, Yuguo Yu, Balanced synaptic input promotes efficient dendritic integration, Preprint, 2017.3. Zhe Jiao, Yuguo Yu, Cable energy functions for cortical axons: equivalent formulas, to appear in Frontiers in Neuroscience, 2018.-Lecture Notes1. Zhe Jiao, Dynamical analysis for cerebellar Purkinje cells, Preprint, 2017.2. Zhe Jiao, Propagation of acoustic waves in homogeneous or heterogeneous media, Preprint, 2017.3. Zhe Jiao, Microlocal analysis in control, observation ans stabilization for hyperbolic equations, 2016.

教育背景 :
Education-2011/09-2016/06, Ph. D. in Applied Mathematics, Fudan University.-2007/09-2011/07, B. S. in Computational Mathematics, Northeastern University.Exchange-2012/07-2012/08, Visiting student, Yau Mathematical Sciences Center, Tsinghua University.-2011/02-2011/06, Visiting student, Beijing International Center for Mathematical Research, Peking University.