魏雅薇，畢業於上海交通大學，南開大學數學科學學院，教授，博士生導師
基本介紹
個人概況,研究方向,獲獎記錄,人物評價,文章著作,
個人概況
2008年7月從德國博士畢業後入職南開大學數學科學學院任講師，擔任科研和教學工作；並於2012年晉升副教授、碩士導師。2019年獲評博士生導師，2020年晉升教授，2021年榮獲南開大學“良師益友”獎，2022年受聘為核心數學與組合數學核心數學與組合數學教育部重點實驗室副主任。
研究方向
偏微分方程
獲獎記錄
1.2016.11 天津市第十三屆高校青年教師教學基本功競賽（理科組）二等獎
2.2017.07 南開大學本科生優秀畢業論文指導教師
3.2018.03 南開大學第四屆“魅力課堂”提名獎
4.2020.07 南開大學本科生優秀畢業論文指導教師
5.2020.07 南開大學優秀碩士學位論文指導教師
6.2021.05 南開大學第九屆“良師益友”獎
7.2021.07 南開大學碩士生優秀畢業生指導教師
8.2022.05 南開大學本科生創新科研“百項工程”三等獎指導教師
9.2023.07 南開大學本科生優秀畢業論文指導教師
10.2024.12 天津市大中國小“故事思政”大賽(本科課程思政組)一等獎第一名
人物評價
魏雅薇教授於2021年榮獲南開大學“良師益友”獎，治學嚴謹，平易近人，不壓榨學生。
文章著作
1.Operators on Manifolds with Edges and Boundary (PH.D Thesis)
2.Edge Boundary Problems with Singular Trace Conditions (B.-W. Schulze, Y. Wei) [Annals of Global Analysis and Geometry, 2009, 35:413-429]
3.Existence Theorem for a class of Semi-linear totally Characteristic Elliptic Equations with Critical Cone Sobolev Exponents (H. Chen, X. Liu and Y. Wei) [Annals of Global Analysis and Geometry, 2011, 39：27-43]
4.Cone Sobolev Inequality and Dirichlet problems for Nonlinear Elliptic Equations on Manifold with Conical Singularities (H. Chen, X. Liu and Y. Wei) [Calculus of variations and PDEs, Volume 43, Issue 3 (2012), Page 463-484]
5.Multiple Solutions for Semilinear totally Characteristic Elliptic Equations with Subcritical or Critical Cone Sobolev Exponents
(H. Chen, X. Liu and Y. Wei) [Journal of Differential Equations 252(2012)4200-4228]
6.Dirichlet Problem for Semilinear Elliptic Equations with Singular Hardy Term on Manifolds with Edge Singularities (H. Chen, X. Liu and Y. Wei) [Journal of Differential Equations 252(2012)4289-4314]
7.Existence of Solutions for Degenerate Elliptic Equations with Singular Potential on Conical Singular Manifolds (H. Chen, Y. Wei and B. Zhou) [Accepted by Math. Nachrichten]
8.The Mellin Quantisation for Corner Operators (B.-W. Schulze, Y. Wei) [submit to Journal of Functional Analysis]
9.Hua. Chen, Shuying. Tian*,Yawei. Wei Multiple signchanging solutions for semi-linear corner degenerate elliptic equations with singular potential, Journal of Functional Analysis, 270, 2016, 1602-1621
10.Hua. Chen*, Shuying. Tian,Yawei. WeiMultiple solutions for semi-linear corner degenerate elliptic equations with singular potential term, Communications in Contemporary Mathematics, Vol. 19, No. 4, 2017, 1650043 (17 pages)
11.Yawei. Wei*,Huiying. Zhao Dirichlet problems involving the 1-Laplacian, Journal of Pseudo-Differential Operators and Applications, 2020, 11(4), 1897-1913
12.Hua. Chen*,Yawei. WeiMultiple solutions for nonlinear cone degenerate elliptic equations, Communication on Pure and Applied Analysis, 2020, doi:10.3934.cpaa.2020272
13.Yawei. Wei* Existence of multiple solutions for quasi-linear degenerate elliptic equations Science China Mathematics, 2022,65, no. 5, 971–992.
14.Hua. Chen*, Yawei. Wei Existence of Dirichlet eigenvalues for cone degenerate p-Laplacian operator, Chinese Annals of Mathematics, Series B, 42(2), 2021, 217–236, DOI: 10.1007.s11401-021-0001-2
15.Yubo.Duan, Yiming. Jiang, Yang. Tian, and Yawei. Wei Stochastic Burgers equations with fractional derivative driven by fractional noise, Electronic Journal of Differential Equations Vol. 2023 (2023), No. 49, pp. 1–20
16.Yubo.Duan, Yiming.Jiang*,Yawei.Wei and Jie.ZhouThe solution of stochastic evolution equation with the fractional derivative Physica Scripta 99 (2024) 025219
17.Yiming Jiang, Jingchuang Ren* and Yawei WeiExistence and regularity of solutions for semilinear fractional Rayleigh–Stokes equations Zeitschrift für angewandte Mathematik und Physik (2024) 75:100
18.Yubo Duan, and Yawei Wei*, Properties of the positive solutions of fractional p&q-Laplace equations with sign-changing potential Acta Mathematica Scientia, 2024, 44B(3): 1–24
19.Yubo Duan, and Yawei Wei*, Properties of fractional p-Laplace equations with sign-changing potential Nonlinear Analysis -Theory, Methods and Applications 249(2024) 113628
20.Yiming Jiang, Jiangchuang Ren, Yawei Weiand Jie Xue, Approximate Controllability for Semilinear Fractional Stochastic Evolution Equations Qualitative Theory of Dynamical Systems (2024) 23:276
21.Yubo. Duan, Yiming. Jiang, Y. Wei*, Zimeng. Zheng, Fractional stochastic parabolic equations with fractional noise, Discrete and Continuous Dynamical Systems-S (2024) doi:10.3934/dcdss.2024177
22.Yubo Duan, Yiming Jiang, Yawei Wei* and Mengjiao Xu, Stochastic wave equation with Marchaud fractional derivative Annals of Mathematical Sciences and Applications Volume 9, Number 3, 531–557, 2024
