今天是:

师资队伍

杨阳

性别:女

出生日期:1980.1.26

职称、职务:副教授

电话(手机):18018377735

E-mailjdyy80@163.com

【学术简介】

2002年南京师范大学本科毕业至永利十大信誉平台任教至今,2005年于南京师范大学全日制硕博连读,从事非线性泛函分析及非线性偏微分方程应用研究, 20106月博士毕业, 20119月晋升副教授. 201312月至201411月前往美国做博士后研究,与美国Kanishka Perera教授,意大利Marco Squassina教授及Sunra Mosconi教授开展非紧性问题研究。自2008年以来发表SCI科研论文30多篇,主持国家自然科学青年基金、国家自然科学专项基金、江苏省自然科学青年基金、江苏省教育厅研究生创新计划项目、南京师范大学优秀博士论文培育计划项目、永利十大信誉平台自主科研项目, 参与国家自然科学基金面上项目, 永利十大信誉平台2008年、2011年及2013年教改项目,目前担任Zentralblatt MATH评论员。

【工作及研究经历】:

2011.9- 永利十大信誉平台,副教授

2008.9-2011.9 永利十大信誉平台,讲师

2002.8-2008.9 永利十大信誉平台,助教

【研究领域】

泛函分析,偏微分方程

【主要论著】(著作和论文)

主要论文::

[1]Yang, Yang; Zhang, Jihui; Zhang, Zhitao, Multiple Nodal Solutions for Some Fourth-Order Boundary Value Problems via Admissible Invariant Sets, Boundary Value Problems, 2008.

[2]Yang, Yang; Zhang, Jihui, Existence results for a nonlinear system with a parameter, Journal of Mathematical Analysis and Applications, 340(1), pp 658-668, 2008/4/1.

[3]Yang, Yang; Zhang, Jihui, Existence of solutions for some fourth-order boundary value problems with parameters, Nonlinear Analysis-Theory Methods & Applications, 69(4), pp 1364-1375, 2008/8/15.

[4]Yang, Yang; Zhang, Jihui, Existence of solutions for some fourth-order nonlinear elliptic problems, Journal of Mathematical Analysis and Applications, 351(1), pp 128-137, 2009/3/1.

[5]Yang, Yang; Zhang, Jihui, Existence and multiple solutions for a nonlinear system with a parameter, Nonlinear Analysis-Theory Methods & Applications, 70(7), pp 2542-2548, 2009/4/1.

[6]Yang, Yang; Zhang, Jihui, Existence of solutions for some discrete boundary value problems with a parameter, Applied Mathematics and Computation, 211(2), pp 293-302, 2009/5/15.

[7]Yang, Yang; Zhang, Jihui, Nontrivial solutions for some fourth order boundary value problems with parameters, Nonlinear Analysis-Theory Methods & Applications, 70(11), pp 3966-3977, 2009/6/1.

[8]Yang, Yang; Zhang, Jihui, Infinitely many mountain pass solutions on a kind of fourth-order Neumann boundary value problem, Applied Mathematics and Computation, 213(1), pp 262-271, 2009/7/1.

[9]Yang, Yang; Zhang, Jihui, Existence of infinitely many mountain pass solutions for some fourth-order boundary value problems with a parameter, Nonlinear Analysis-Theory Methods & Applications, 71(12), pp 6135-6143, 2009/12/15.

[10]Yang, Yang; Zhang, Ji-hui, Existence of solutions for fourth-order boundary value problem with parameter, Applied Mathematics and Mechanics (English Edition ), 31(3), pp 377-384, 2010/3.

[11]Yang, Yang; Zhang, Jihui, Nontrivial solutions of a class of nonlocal problems via local linking theory, Applied Mathematics Letters, 23(4), pp 377-380, 2010/4.

[12]Yang, Yang; Zhang, Jihui, Positive and negative solutions of a class of nonlocal problems, Nonlinear Analysis-Theory Methods & Applications, 73(1), pp 25-30, 2010/7/1.

[13]Yang, Yang; Zhang, Jihui, Existence results for a class of nonlocal problems involving p-Laplacian, Boundary Value Problems, 2011(32), pp 1-8, 2011.

[14]Yang, Yang; Zhang, Jihui, Nontrivial solutions on a kind of fourth-order Neumann boundary value problems, Applied Mathematics and Computation, 218(13), pp 7100-7108, 2012/3/1.

[15]Yang Yang; Jihui Zhang, A note on the existence of solutions for a class of quasilinear elliptic equations: an Orlicz-Sobolev space setting, Boundary Value Problems, 2012(136), pp 1-7, 2012/11/22.

[16]Yang Yang; Jihui Zhang; Xiusong Gu, Existence of multiple solutions for the Brezis-Nirenberg-type problem with singular coefficients, Boundary Value Problems, 2012(137), pp 1-8, 2012/11/26.

[17]Yang Yang; Jihui Zhang; Xudong Shang, Multiple solutions for the p(x)-Laplician problems involving critical growth with a parameter, Boundary Value Problems, 2013(223), 2013/11/7.

[18]Xudong Shang; Jihui Zhang; Yang Yang, On fractional Schrodinger equation in RN with critical growth, Journal of Mathematical Physics, 54(121502), 2013/12/4.

[19]Xudong Shang; Jihui Zhang; Yang Yang, Positive solutions of nonhomogeneous fractional Laplacian problem with critical exponent, Communications on Pure and Applied Analysis, 13(2), pp 567-584, 3 2014.

[20] *Yong Wang; Yang Yang, Positive solutions for a high-order semipositone fractional differential equation with integral boundary Conditions, Journal of Applied Mathematics and Computing, 45(1-2), pp 99-109, 2014/6/1.

[21] *Yong Wang; Yang Yang, Positive solutions for Caputo fractional differential equations involving integral boundary conditions,, J. Nonlinear Sci. Appl., Vol 8, pp 99-109, 2015.

[22]Kanishka Perera, Marco Squassina, Yang Yang, A note on the Dancer–Fucík spectra of the fractional p-Laplacian and Laplacian operators, Adv. Nonlinear Anal., 4(1), pp 13-23, 2015.

[23]Yang Yang; Jihui Zhang; Xudong Shang; Yixin Shao, Multiple solutions for symmetric and non-symmetric quasilinear elliptic equations: An Orlicz-Sobolev space setting,Journal of Mathematics, 35(4) (2015),779-788.

[24]Kanishka Perera; Marco Squassina; Yang Yang, Critical fractional p-Laplacian problems with possibly vanishing potentials, J. Math. Anal. Appl. 433, (2016) 818-831.

[25]Kanishka Perera; Marco Squassina; Yang Yang, Bifurcation and multiplicity results for critical p-Laplacian problems, Topological Methods in Nonlinear Analysis. 43(2) 2016.

[26]Kanishka Perera; Marco Squassina; Yang Yang, Bifurcation and multiplicity results for critical fractional p-Laplacian problems, Math. Nachr. , 289(2-3), 332-342, 2016.

[27]Yang. Yang, Kanishka Perera, (N, q)-Laplacian problems with critical TrudingerMoser nonlinearities, Bull. Lond. Math. Soc. 48, 260-270, 2016.

[28]Sunra Mosconi; Kanishka Perera; *Marco Squassina; Yang Yang, The Brezis–Nirenberg problem for the fractional p-Laplacian, Calculus of Variations, 55(105), 2016.

[29]Yang Yang; Kanishka Perera, N-Laplacian problems with critical Trudinger-Moser nonlinearities, Ann. Sc. Norm. Super. Pisa Cl. Sci. (5). XVI,pp 1123-1138, 2016

[30]Li Huang; *Yang Yang, Asymmetric critical fractional p Laplacian problems, Electric Journal of Differential Equations, 103, 1-12, 2017.

[31]Lorenzo Brasco; *Marco Squassina; Yang YangGlobal compactness results for nonlocal problemsDiscrete and Continuous Dynamical Systems - Series S, 11, 391-424, 2018

[32]Yuling Wang; *Yang Yang, Bifurcation results for the critical Choquard problem involving fractional p-Laplacian operator Boundary Value Problems, 132, 2018.

[33]Kanishka Perera; Yang Yang; *Zhitao Zhang, Asymmetric critical p-Laplacian problems, Calc. Var. Partial Differential Equations, 57(131), 2018.

[34]Yang Yang; *Kanishka Perera,Existence and nondegeneracy of ground states in critical free boundary problems,Nonlinear Analysis-Theory Methods & Applications, 2018

 主要著作:

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【科研、教学项目】

科研项目:

  1. 国家自然科学基金青年基金(No. 11501252) 2016.1-2018.12.30, 主持人,在研.

  2. 国家自然科学基金面上项目(No.11571176)2016.1.-2019.12, 排名第二, 在研.

  3. 江苏省自然科学基金青年基金(No.BK20121092012.7-2015.6 主持人,完成.

  4. 国家自然科学基金天元基金(No. 11226116 2013.1-2013.12, 主持人,完成.

  5. 国家留学基金委博士后项目(No. 201208320435 2012, 完成.

  6. 中央高校基本科研业务费专项资金项目(No. JUSRP11118),2011.1-2012.12, 主持人,完成.

  7. 江苏省教育厅 (No.CX09B_294Z), 2009.1-2010.4, 主持人,完成.

  8. 南京师范大学优秀博士论文培育工程项目,2009.1-2010.4, 主持人,完成.

  9. 国家自然科学基金面上项目(No.108710962009.1-2011.12, 参与,完成.

     

    教学项目:

    1. 提高应用数学专业毕业论文质量的探索与实践, 永利十大信誉平台2008年校级本科教育教学改革研究项目,2008-2010 参与,完成.

    2. 高等数学在各学科中基础作用的研究,永利十大信誉平台2011年校级本科教育教学改革研究项目,2011-2012 参与,完成.

    3. 基于大学数学与高中数学衔接的模式建构, 永利十大信誉平台2013年校级本科教育教学改革研究项目,2013.10-2015.10 参与,完成.

    4. 数学分析,永利十大信誉平台卓越课程,2015.11-2018.10,主持人,完成.
    5. “
    始于兴趣,长于思辨,乐于实践,善于创新特色人才培养模式探索与实践以物理化学课程教学为例,永利十大信誉平台2015年校级本科教育教学改革研究项目之重点项目,2015.12-2017.12, 完成.
    6.
    基于我校至善生科研素质培养的数学课程教学改革研究,永利十大信誉平台2015年校级本科教育教学改革研究项目之一般项目, 2015.12-2017.12,完成.

    【科研、教学成果及获奖】

    科研获奖:

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    教学获奖:

  10. “互联网+”背景下信息与计算科学专业创新人才培养模式的理论与实践,2017年永利十大信誉平台教学成果奖二等奖

    2. 基础伊始·全员覆盖——始于兴趣·长于思辨·乐于实践·善于创新特色人才培养,2017年永利十大信誉平台教学成果奖二等奖

     

    【荣誉与奖励】

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    【在读硕、博士人数】

    硕士 4

    【已毕业硕、博士人数】

    硕士 1

    【以上资料更新日期】

    201810