韩玉柱
近期热点
资料介绍
个人简历
讲授课程: 2013.09-2014.01 数学分析III习题2014.03-2014.07 数学物理方法BII2014.05-2014.06 数学实验II2014.09-2015.01 数学分析I习题2015.03-2015.07 数学分析II习题2015.03-2015.07 非线性泛函分析教育经历: 2009.09-2013.07 吉林大学数学研究所 博士 应用数学2011.10-2012.10 美国爱荷华大学 联合培养博士2007.09-2009.07 吉林大学数学研究所 硕士 应用数学2003.09-2007.07 吉林大学数学学院 本科 数学与应用数学工作经历: 2013.07-2016.09 吉林大学数学学院 讲师2016.10-今 吉林大学数学学院 副教授获奖情况: 教育部博士研究生杰出新人奖(第二届)2015年 吉林省优秀博士学位论文研究领域
偏微分方程"科研项目: 1. 国家自然科学基金(具非线性边界源或加权反应项的扩散模型解的性质研究),2015.01-2017.12,负责人;2. 吉林大学基本科研业务费项目(快扩散方程解的熄灭),2014.03-2016.02,负责人;3. 吉林省教育厅项目(具边界源或非标准增长的反应扩散方程的熄灭研究), 2015.01-2016.12,负责人;"近期论文
1.Yuzhu Han, Wenjie Gao. A degenerate and strongly coupled quasilinear parabolic system with crosswise diffusion for a mutualistic model. Nonlinear Analysis: RWA, 11(2010), 3421-3430.(SCI)2.Yuanxiao Li, Wenjie Gao, Yuzhu Han. Boundedness of global solutions for a porous medium system with moving localized sources. Nonlinear Analysis, TMA, 72(2010), 3080-3090. (SCI)3.Yuzhu Han, Wenjie Gao. Global existence and blow-up for a class of degenerate parabolic systems with localized source. Acta Appl. Math.,112(2010), 251-261. (SCI)4.Yuzhu Han, Wenjie Gao. A degenerate parabolic equation with a nonlocal source and an absorption term. Applicable Analysis, 89 (2010), 1917-1930. (SCI)5.Wenjie Gao, Yuzhu Han. Blow-up of a nonlocal semilinear parabolic equation with positive initial energy. Applied Mathematics Letters, 24(2011), 784-788. (SCI)6.Yuzhu Han, Wenjie Gao. Extinction for a fast diffusion equation with a nonlinear nonlocal source. Archiv der Mathematik, 97(2011), 353-363. (SCI)7.Yuzhu Han, Yingjie Wei, Wenjie Gao. A quasilinear parabolic system with nonlocal boundary conditions and localized sources. Communications in Mathematical Research, 27(2011), 315-330.8.Yuzhu Han, Wenjie Gao. A porous medium equation with nonlocal boundary condition and a localized source. Applicable Analysis, 91(2012), 601-613. (SCI)9.Yuzhu Han, Wenjie Gao, Complete classification of solutions to a parabolic equation with nonlocal boundary condition. DCDIS, 19(2012), 599-613.10.Wenjie Gao, Yuzhu Han. A parabolic system with nonlocal boundary conditions and nonlocal sources. Communications of the Korean Mathematical Society, 27(2012),629-644.11.Peng Sun, Wenjie Gao, Yuzhu Han. Blow-up of solutions to porous medium equations with nonlocal boundary condition and a moving localized sources. Communications in Mathematical Research, 28(2012), 243-251.12.Yuzhu Han, Wenjie Gao. Extinction and non-extinction for a polytropic filtration equation with a nonlocal source. Applicable Analysis,92(3) (2013),636-650. (SCI)13.Yuzhu Han, Wenjie Gao, Some types of reaction-diffusion equations with nonlocal boundary conditions. Bulletin of the Korean Mathematical Society, 50(6) (2013), 1765-1780. (SCI)14.Yuzhu Han, Wenjie Gao, Haixia Li. Extinction and non-extinction of solutions to a fast diffusion equation with nonlocal source. Bulletin of the Korean Mathematical Society, 51(1)(2014), 55-66. (SCI)15.Haixia Li, Wenjie Gao, Yuzhu Han. Lower bounds for the blowup time of solutions to a nonlinear parabolic problem. EJDE, 2014(20)(2014), 1-6. (SCI)16.Haixia Li, Yuzhu Han. Critical extinction exponents for a fast diffusion equation with nonlocal source and absorption. Boundary Value Problems, 2014(2014), 1-10. (SCI)17.Yuzhu Han, Haixia Li, Wenjie Gao. Extinction and non-extinction of solutions to a p-Laplace equation with a nonlocal source and an absorption term. Mathematical Modelling and Analysis, 2014, 19(2):169-179. (SCI)18.Haixia Li, Yuzhu Han, Wenjie Gao. Extinction and non-extinction for a polytropic filtration system with non-linear sources. Applicable Analysis, 2015, 94(6):1192-1206. (SCI)19.Haixia Li, Yuzhu Han, Wenjie Gao. Critical extinction exponents for polytropic filtration equations with nonlocal source and absorption. Acta Math Sci, 2015, 35B(2): 366-374. (SCI)20.Shuqiang Cong, Yuzhu Han. Compatibility conditions for the existence of weak solutions to a singular elliptic equation. Boundary Value Problems, 2015(2015), 1-11. (SCI)21.Yuzhu Han, Wenjie Gao, Haixia Li. Blow-up of solutions to a semilinear heat equation with a visco-elastic term and a nonlinear boundary flux. Comptes rendus Mathematique, 2015, 353(9): 825-830. (SCI) 相关热点
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