个人简介 1956年1月出生,籍 贯 吉林省敦化市,由刀豆文库小编整理，希望给你工作、学习、生活带来方便，猜你可能喜欢“林牧茵简历出生年月”。
个人简介 1956年1月出生，籍 贯： 吉林省敦化市，1978.03―1982.01 吉林大学数学系 本科生
1984.09―1986.08 吉林大学数学所 硕士研究生
1986.09―1988.12 吉林大学数学所 博士研究生
1982.01―1988.06 吉林大学数学学院 助教
1988.07―1990.12 吉林大学数学学院 讲师
1991.01―1992.09 吉林大学数学学院 副教授
1992.10―现在 吉林大学数学学院 教授
1994.12―现在 吉林大学数学学院 博士生导师
2001.10―现在 吉林大学数学学院 长江学者特聘教授
四、主要学术贡献
主要从事偏微分方程理论及其应用方面的研究。主持和参加了多项教学和科研项目，于国内外学术刊物发表论文几十篇。现指导博士研究生人6人，硕士研究生9人(已毕业博士研究生6人，硕士研究生12人).1.教学项目
1)《数学分析》，教育部基地创名牌课程项目，负责人，2003―2005；
2)《数学分析》，吉林大学百门精品课程，负责人，2001―2006；
3)《新时期应用数学人才培养》，吉林大学新世纪教育教学改革工程，负责人，2003―2006；
4)《数学物理方程》，吉林大学百门精品课程，负责人，2005―2010；
2.科研项目
1)《具退化性和奇异性的非线性扩散方程》，国家杰出青年基金项目，负责人，2002―2005；
2)《具奇异性的非线性扩散方程》，高等学校博士学科点专项科研基金项目，负责人，2004―2006；
3)《图像处理中的偏微分方程方法及其数值方法》，国家自然科学基金重点项目，负责人，2006―2009.3．获奖励情况
(1)2001年获得香港求是科技基金会“杰出青年学者奖”。
(2)2001年被教育部评为“长江学者奖励计划”特聘教授。
(3)1999年获国家教育部科学技术进步一等奖。
(4)2002年被评为教育部高等学校优秀骨干教师。
(5)2005年被评为吉林省高级专家。
(6)2005年被评为吉林省有突出贡献的中青年专业技术人才。
(7)2005年入选吉林省第一批拔尖创新人才第二层次人选。
(8)2006年荣获吉林大学十五期间科技突出贡献奖。
4.出版著作目录
1.《椭圆与抛物型方程引论》，科学出版社，2003.2.《数学分析》第一册，高等教育出版社，2004.3.《非线性扩散方程》，吉林大学出版社，1996.4.《Nonlinear Diffusion Equations》，新加坡世界科技出版社，2001.5.近五年发表的主要论文目录
[1] Yin Jingxue and Wang Yifu, Asymptotic behaviour of solutions for porous medium equation with periodic absorption, International Journal of Mathematics and Mathematical Sciences, 26(1)(2001), 35--44.[2] Yin Jingxue and Liu Changchun, Regularity of solutions of the Cahn-Hilliard equation with concentration dependent mobility, Nonlinear Analysis, TMA, 45(5)(200
1), 543--554.[3] Pang P.Y.H., Wang H.Y.and Yin J.X., Free-boundary problem for a singular diffusion equation, J.Math.Anal.Appl., 265(2)(2002), 414--429.[4] Yin Jingxue and Wang Chunpeng, Existence of Young Measure solutions of a cla of singular diffusion equations, Progre in Natural Science, 12(4)(2002), 258--263.[5] Gao Wenjie and Yin Jingxue, Existence for a generalized diffusion model(chinese), Chin.Ann.of Math., 23A(2)(2002), 129--136.(Tranlation in Chinese Journal of Contemporary Mathematics,23(2)(2002), 95--104.)
[6] Wang Chunpeng and Yin Jingxue, Some properties of Young Measure solutions for a nonlinear diffusion equation, Progre in Natural Science, 12(7)(2002), 512--517.[7] Wang Yifu and Yin Jingxue, Predator-prey in an unstirred chemostat with periodical input and washout, Nonlinear Analysis: Real World Appli-cations, 3(4)(200
2), 597--610.[8] Wu Zhuoqun, Yin Jingxue and Gao Hang, Optimal control of growth rate for a cla of population system, Sys.Sci.Comp., 16(1)(2003), 53--66.[9] Wang Chunpeng and Yin Jingxue, Traveling wave fronts of a degenerate parabolic equation with non-divergence form, Journal of Partial Differential Equations, 16(1)(2003), 62--74.[10] Yin Jingxue, Li Huilai, Peter Pang Y H and Wang Hongyu, $BV$ solutions of a singular diffusion equation, Mathematische Nachrichten, 253(2003),92--106.[11] Yin Jingxue and Wang Chunpeng, Young measure solutions of a cla of forward-backward diffusion equations, J.Math.Anal.Appl.,279(2)(2003), 659--683.[12] Huang Wenmei, Yin Jingxue and Wang Yifu, On critical Fujita exponents for a degenerate parabolic equation with nonlinear boundary condition,J.Math.Anal.Appl., 286(2)(2003), 369--377.[13] Yin Jingxue, Lei Peidong and Wu Zhuoqun, Uniquene of BV entropy solutions for high dimensional quasilinear parabolic equations with arbitrary degeneracy, Comm.Math.Sci., 1(4)(2003), 697--714.[14] Yin Jingxue and Wang Chunpeng, Properties of the Boundary Flux of a Singular Diffusion Proce, Advances in Mathematics, 32(3)(2003), 381--384.[15] Wang Chunpeng and Yin Jingxue, Shrinking similar solutions of nonlinear diffusion with non-divergence form, J.Math.Anal.Appl., 289(2)(2004), 387--404.[16] Yin Jingxue and Wang Chunpeng, Properties of the boundary flux for a singular diffusion proce, Chin.Ann.Math., 25B(2)(2004), 175--182.[17] Jingxue Yin and Chunpeng Wang, Shrinking similar solutions of a convection diffusion equation, Quart.Appl.Math.62(2)(2004), 259--272.[18] Lei Peidong, Wu Zhuoqun and Yin Jingxue, Boundary value problem for a cla of degenerate quasilinear parabolic equations with singularity, 296(1)(2004), J.Math.Anal.Appl., 209--225.[19] Liu Changchun, Yin Jingxue and Gao Hongjun, A Generalized Thin Film Equation, Chin.Ann.of Math., 25B(3)(2004), 347--358.[20] Wang Jing, Wang Zejia and Yin Jingxue, A Cla of Degenerate Diffusion Equations with Mixed Boundary Conditions,J.Math.Anal.Appl., 298(2)(2004), 589--603.[21] Wang Zejia and Yin Jingxue, Uniquene of Solutions to a Viscous Diffusion Equation, Appl.Math.Lett., 17(12)(2004), 1317--1322.[22] Wang Chunpeng, Yin Jingxue and Wang Zejia, Similar entropy solutions of a singular diffusion equation, Computers & Mathematics with Applications,49(7-8)(2005), 1059--1068.[23] Yin Jingxue, Ke Yuanyuan and Wang Chunpeng, Radially Symmetric Solutions of the $p$-Laplacian with Sources and Nonlocal Boundary Condition, Nonlinear Analysis, 60(7)(2005), 1183--1196.[24] Chunpeng Wang, Tong Yang and Jingxue Yin, A cla of self-similar solutions to a singular and degenerate diffusion equation, Nonlinear Analysis, 60(4)(2005),775--796.[25] Zhou Qian, Ke Yuanyuan, Wang Yifu and Yin Jingxue, Periodic $p$-Laplacian with nonlocal terms, Article in Pre by Nonlinear Analysis,2006.[26] Wang Zejia, Yin Jingxue and Wang Chunpeng, Critical Exponents to the Non-Newtonian Polytropic Filtration Equation with Nonlinear Boundary Condition, Article in Pre by Appl.Math.Letters.[27] Wang Yifu and Yin Jingxue, Travelling Waves for a Biological Reaction Diffusion Model with Spatio-temporal Delay, Article in pre by J.Math.Anal.Appl.[28] Liu Changchun, Qi Yuanwei and Yin Jingxue, Regularity of Solutions of the Cahn-Hilliard Equation with Non-constant Mobility, Acta Mathematica Sinica,English Series, 22(4)(2006), 1139--1150.[29] Chunpeng Wang, Tong Yang and Jingxue Yin, Self-similar Solutions and Asymptotic Behavior for a Cla of Degenerate and Singular Diffusion Equations, Accepted by Proceedings of the Royal Society of Edinburgh: Section A.[30] Yin Jingxue and Liu Changchun, Cahn-Hilliard Type Equations with Concentration Dependent Mobility, Mathematical Methods and Models in Phase Transitions, 79--93, Nova Science Publishers, Inc, New York, 2005.[31] Chunhua Jin, Jingxue Yin and Zejia Wang, Positive Radial Solutions of the $p$-Laplacian with Sign Changing Nonlinear Sources, Accepted by Mathematical Methods in Applied Sciences.[32] Chunhua Jin, Jingxue Yin, Positive Solutions for The Boundary Value Problems of One-Dimensional $p$-Laplacian with Delay, Accepted by J.Math.Anal.Appl.[33] Chunhua Jin and Jingxue Yin, Critical Exponents and Non-extinction for a Fast Diffusive Polytropic Filtration Equation with Nonlinear Boundary Sources, Accepted by Nonlinear Analysis, Series A: Theory, Methods & Applications.
