基本信息
職務職稱：伟德国际BETVlCTOR官方网站副校長、教授、碩導
電子郵件：nttccyj@ntu.edu.cn
教育經曆
南京大學, 計算數學與應用軟件, 學士
南京大學, 基礎數學, 碩士
南京師範大學, 基礎數學, 博士
研究經曆
(1) 2015.09-2015.10, 美國威廉與瑪麗學院, 數學系, 訪問學者
(2) 2014.08-2014.11, 美國弗吉尼亞大學, 數學系, 訪問學者
(3) 2014.01-2014.02, 美國威廉與瑪麗學院, 數學系, 訪問學者
(4) 2011.10-2011.11, 新加坡國立大學, 數學系, 訪問學者
(5) 2004.05-至今, 伟德国际BETVlCTOR官方网站, 副教授、教授
(6) 2007.09-2009.09, 東南大學數學博士後流動站, 博士後, ⏭➰導師: 王明新
研究領域與興趣
偏微分方程的理論及應用
教學情況
數學分析、高等代數、高等數學、數學物理方程，泛函分析，專業英語（本科生）
偏微分方程、微分方程定性理論、泛函分析、Soblev 空間（研究生）
承擔項目與課題
1. 國家自然科學基金面上項目，11271209，用小波分析乘子空間和非線性量的微局部 結構，2013/01-2016/12，60 萬元，已結題，參加
2. 國家自然科學基金面上項目，11071049，反應擴散捕食模型的平衡解及相關問題， 2011/01-2013/12，25 萬元，已結題，參加
3. 國家自然科學基金面上項目，10571087，地球科學和物理中的非線性偏微分方程方程的動力學，2006/01-2008/12，24 萬元，已結題，參加
代表作
(1) Yujuan Chen and Mingxin Wang, Boundary blow-up solutions for p-Laplacianelliptic equations of Logistic type, Proc. Royal Soc. Edingburg, 142A(2012) 691-714
(2) Hongliang Wang, Yujuan Chen, Haihua Lu，Blow-up results for some reaction-diffusion equations with time delay，Ann. Polon. Math.，105.1 (2012) 21-29
(3) Yujuan Chen and Mingxin Wang, Boundary blow-up solutions of p-Laplacianelliptic equations with a weakly superlinear nonlinearity，Nonlinear Anal. Series B:
RWA 14 (2013) 1527–1535
(4) Yujuan Chen, Juan Wang, Haixing Zhang，Extinction for a couple of fast diffusionsystems with nonlinear sources，Nonlinear Anal. Series B: RWA 14 (2013) 1931–1937
(5) Yujuan Chen, Peter Y. H. Pang and Mingxin Wang, Blow-up rates and uniqueness
of large solutions for elliptic equations with nonlinear gradient termand singular or degenerate weights，manuscripta math. 141 (2013) 171–193
(6) Li Chen, Yujuan Chen and Dang Luo, Boundary blow-up solutions for a cooperative system involving p-Laplacian，Ann. Polon. Math. 109 (2013), 297-310. (7) Yujuan Chen, Yueping Zhu, Ruiya Hao，Large solutions with a power nonlinearity given by a variable exponent for p-Laplacian equations, Nonlinear Analysis 110 (2014) 130–140
(8) MingxinWang, Peter Y. H. Pang, Yujuan Chen，Initial and boundary blow-upproblem for p-Laplacian parabolic equation with general absorption, J Dyn Diff Equat (2016) 28:253–279
(9) Haixing Zhang, Yujuan Chen, Extinction for the super diffusion equation with a nonlocal absorption and a gradient source, Applied Mathematics Letters, 61 (2016) 163–166
(10) Yujuan Chen, Boundary behavior for the Large viscosity solutions to equations involving the infinity-Laplacian, Applicable Analysis，96(12)(2016):1-10
(11) YujuanChena, YuepingZhu, Blow-up results for evolution problems with inhomogeneous nonlocal diffusion，J. Math. Anal. Appl. 444 (2016) 452–463(12) (120 Yujuan Chen, Dynamics of prey-predator -species models with density dependent diffusion，Comput. Math. App., 72(6), (2016)1727-1742
(13) Yujuan Chen and Li Chen, Existence, uniqueness, and blow-up rate of large solutions to equations involving the ∞-Laplacian on the half line, Math. method. appl. sci., 2017, 40(12)DOI: 10.1002/mma.4327
(14) Qi Qi, Yujuan Chen and Qingshan Wang，Blow-up phenomena for a pseudo-parabolic system with variable exponents，Electronic Journal of Qualitative Theory of Differential Equations 2017, No. 36, 1–9; doi: 10.14232/ejqtde.2017.1.36
(15) Haihua Lu, YujuanChen, JingqiuYu，Analysis on a coupled parabolic systemwithfree boundary，J. Math. Anal. Appl. 468(2018) 436–460
(16) Yujuan Chen, Yueping Zhu, Effect of harvesting quota and protection zone inanonlocal dispersal reaction–diffusion equation，Nonlinear Anal. Series B: RWA45 (2019) 854–865
