职 称： 教授、博导
学 位： 博士
毕业院校： 中国科学院数学研究所
研究方向：变分法
办公室： 本部教二楼622室
所在部门： 分析研究室

研究论文论文题目（书名） 期刊（出版社）
65.Mingzheng Sun, Jiabao Su, Binlin Zhang, Critical groups and multiple solutions for Kirchhoff type equations with critical exponents. Communications in Contemporary Mathematics(CCM)， to appear.
64.Yutong Chen, Jiabao Su, Mingzheng Sun, Rushun Tian, Multiple solutions for the coercive semilinear elliptic equations. Journal of Mathematical Analysis and Applications, 487(2020), #124031.
63. Jiabao Su, Rushun Tian, Leiga Zhao, Bifurcations of elliptic systems with linear couplings. Applied Mathematical Letters, 100(2020),#106042.
62.Jiabao Su, Rushun Tian, Zhi-Qiang Wang, Positive solutions of doubly coupled multicomponent nonlinear Schrodinger systems Discrete and Continuous Dynamic Systems-S, 12,7(2019), pp. 2143--2161.
61. Yutong Chen and Jiabao Su, Multiple solutions for the fractional Laplacian problems with different asymptotic limits near infinity. Applied Mathematical Letters, 76(2018), 60--65.
60.Yutong Chen, Jiabao Su and Huanhong Yan,
Existence and multiplicity results for nonlinear equations involving the square root of the Laplacian. Electronic Journal of Differential Equations, 2017(2017),234,1--26.
59.Zhanping Liang, Yuanmin Song and Jiabao Su, Existence of solutions to $(2,p)$-Laplacian equations by Morse theory. Electronic Journal of Differential Equations, 2017(2017),185,1--9.
58.Yutong Chen and Jiabao Su, Resonant problems for fractional Laplacian. Communications in Pure and Applied Analysis, 16,1(2017), 163--187
57.Mingzheng Sun, Jiabao Su and Hongrui Cai, Multiple solutions for the p-Laplacian equations
with concave nonlinearities via Morse theory. Communications in Contemporary Mathematics, Vol. 19, No. 3 (2017) **.
56.Mingzheng Sun, Jiabao Su and Leiga Zhao, Solutions of a Schrodinger-Poisson system with combined nonlinearities. Journal of Mathematical Analysis and Applications, 442(2016), 385--403
55. Leiga Zhao, Jiabao Su, Caiyun Wang, On the existence of solutions for quasilinear elliptic problems with radial potentials on exterior ball. Mathematische Nachrichten,289,4(2016): 501--514
54. Anran Li and Jiabao Su, Multiple nontrivial solutions to a p-Kirchhoff equation. Communications in Pure and Applied Analysis, 15,1(2016), 91--102.
53.Anran Li and Jiabao Su, Existence and multiplicity of solutions for Kirchhoff-type equation with radial potentials in R^3. Zeitschrift fuer Angewandte Mathematik und Physik,66,6(2015), 3147--3158.(SCI2)
52.Mingzheng Sun, Meiling Zhang, Jiabao Su, Critical groups at zero and multiple solutions for a quasilinear elliptic equations. Journal of Mathematical Analysis and Applications,428, 1(2015), 696--712.
51. Mingzheng Sun, Jiabao Su, Leiga Zhao,Infinitely many solutions for a Schrodinger-Poisson system with concave and convex nonlinearities. Discrete and Continuous Dynamic Systems, 35(2015), 427--440.
50.Mingzheng Sun, Jiabao Su, Nontrivial solutions of a semilinear elliptic problem with resonance at zero. Applied Mathematical Letters, 34(2014),60--64.
49. Zhanping Liang, Jiabao Su, Solutions to inhomogeneous quasilinear elliptic problems with concave-convex type nonlinearities. Acta Mathematica Scientia, 2014, 34A(2):217--226
48.Anran Li, Jiabao Su and Leiga Zhao, Existence and multiplicity of solutions of Schrodinger-Poisson systems with radial potentials. Proceedings of the Royal Society of Edinburgh: Section A Mathematics, 144, 02(2014),319--332.
47. Anran Li, Hongrui Cai and Jiabao Su, Quasilinear elliptic equations with singular potentials and bounded discontinuous nonlinearities Topological Methods in Nonlinear Analysis, 43, 2(2014), 439--450.
46. Hongrui Cai, Jiabao Su and Yang Sun, Sobolev type embeddings and an inhomogeneous quasilinear elliptic equation on R^N with singular weights Nonlinear Analysis, 96(2014), 59-67.
45. Hongrui Cai, Jiabao Su, Gradient systems with sublinear term near the origin and asymptotically linear term near infinity Boundary Value Problems 2013 (1) 280
44. Anran Li, Jiabao Su, Superlinear gradient system with a parameter. Boundary Value Problems 2012 (1) :110
43. Leiga Zhao, Anran Li, Jiabao Su,Existence and multiplicity results for quasilinear elliptic exterior problems with nonlinear boundary conditions. Nonlinear Analysis， 75(2012), 2520--2533.
42. Zhanping Liang, Jiabao Su, Existence of solitary waves to a generalized Kadomtsev-Petviashvili equation. Acta Mathematica Scientia, 32B(3)(2012), 1149--1156.
41.Jiabao Su, Quasilinear elliptic equations on R^N with singular potentials and bounded nonlinearity Zeitschrift fuer Angewandte Mathematik und Physik, 63(2012),51-64.
40.Jiabao Su, Rushun Tian, Weighted Sobolev type embeddings and coercive quasilinear elliptic equations on R^N. Proceedings of the American Mathematical Society, 140,3(2012), 891--903.
39. Xiaoli Li, Jiabao Su,Rushun Tian, Multiple periodic solutions of the second order Hamiltonian systems with superlinear terms Journal of Mathematical Analysis and Applications, 385(2012), 1-11.
38. Jiabao Su, Ruiyi Zeng, Multiple periodic solutions of superlinear ordinary differential equations with a parameter Nonlinear Analysis， 74, 17(2011), 6442-6450.
37. Lina Lv, Jiabao Su, Solutions to a gradient system with resonance at both zero and infinity. Nonlinear Analysis, 74,16(2011),5340-5351.
36. Jiabao Su,Zhi-Qiang Wang, Sobolev type embedding and quasilinear elliptic equations with radial potentials. Journal of Differential Equations, 250(2011), 223-242
35. Jiabao Su, Rushun Tian, Weighted Sobolev embeddings and radial solutions of inhomogeneous quasilinear elliptic equations Communications in Pure and Applied Analysis, 9,4(2010),885-904.
34.Zhanping Liang, Jiabao Su, Critical point theorem for asymptotically quadratic functional without compactness. Journal of Mathematical Analysis and Applications, 370(2010), 649-658.
33. Zhaoli Liu, Jiabao Su, Zhi-Qiang Wang, Elliptic systems on R^N with nonlinearities of linear growth, Progress in variational methods, 90--106, Nankai Ser. Pure Appl. Math. Theoret. Phys., 7, World Sci. Publ., Hackensack, NJ, 2011.
32. Zhaoli Liu, Jiabao Su, Zhi-Qiang Wang, Solutions of elliptic problems with linearly bounded nonlinearities. Calculus Variations and Partial Differential Equations, 35, 4(2009),463-480.
31. Zhanping Liang,Jiabao Su, Multiple solutions for semilinear elliptic boundary value problems with double resonance Journal of Mathematical Analysis and Applications, 354,1(2009),147-158.
30 Jiabao Su, Leiga Zhao, Multiple periodic solutions of ordinary differential equations with double resonance. Nonlinear Analysis, 70,4(2009), 1520-1527.
29. Zhaoli Liu, Jiabao Su, and Zhi-Qiang Wang, A twist condition and periodic solutions of Hamiltonian systems. Advances in Mathematics, 218, 6(2008), 1895-1913.
28. Jiabao Su, Zhaoli Liu, Bounded resonance problems for semilinear elliptic equations. Discrete and Continuous Dynamic Systems, 19,2(2007), 431-445.
27. Jiabao Su, Zhi-Qiang Wang, Michel Willem, Nonlinear Schrodinger equations with unbounded and decaying radial potentials. Communications in Contemporary Mathematics, 9,4(2007),571-583.
26. Jiabao Su, Zhi-Qiang Wang, Michel Willem: Weighted Sobolev embedding with unbounded and decaying radial potentials. Journal of Differential Equations, 238,1(2007),201-219.
25. Paul H. Rabinowitz, Jiabao Su, Zhi-Qiang Wang, Multiple solutions of superlinear elliptic equations Rendiconti Lincei Matematicae Applicazioni,18(2007),97-108. (Italy)
24. Zhaoli Liu, Jiabao Su, Tobias Weth, Compactness results for Schrodinger equations with asymptotically linear terms. Journal of Differential Equations, 231,2(2006), 501-512.
23. Jiabao Su, Leiga Zhao, An elliptic resonance problem with multiple solutions Journal of Mathematical Analysis and Applications,319(2006),604-616.
22. Jiabao Su, Hong Li, Multiplicity results for the two-point boundary value problems at resonance Acta Mathematica Scientia, 26,1(2006),152-162.
21. Zhaoli Liu, Jiabao Su, Solutions of some semilinear elliptic problems with perturbation terms of arbitrary growth Discrete and Continuous Dynamic Systems, Vol.10,3(2004),617-634.
20. Jiu Quansen, Jiabao Su, Existence and multiplicity results for Dirichlet problem with p-Laplacian Journal of Mathematical Analysis and Applications. 281(2003),587-601
19. Jiabao Su, Multiplicity results for asymptotically linear elliptic problems at resonance. Journal of Mathematical Analysis and Applications, 278(2003),397-408
18. Jiabao Su, Zhaoli Liu, Nontrivial solutions of perturbed of p-Laplacian on R^N. Mathematische Nachrichen, 248/249(2003),190-199
17. Jiabao Su, Nontrivial critical points for asymptotically quadratic functional at resonance, Morse theory, minimax theory and their applications to nonlinear differential equations, 225--234, New Stud. Adv. Math., 1, Int. Press, Somerville, MA, 2003
16. Jiabao Su, Existence and multiplicity results for classes of elliptic resonant problems. Journal of Mathematics Analysis and Applications, 273,2(2002),565-578.
15. D. Smets, Jiabao Su, M. Willem, Nonradial ground states for Henon equations Communications in Contemporary Mathematics, 4,3(2002),467-480.
14. Shujie Li, K.Perera, Jiabao Su. On the role played by the Fucik spectrum in the determination of critical groups in elliptic problems where the asymptotic limits may not exist. Nonlinear Analysis, 49(2002),603-611.
13. Jiabao Su. Semilinear elliptic Boundary value problems with double resonance between two consecutive eigenvalues. Nonlinear Analysis, 48,(2002),881-895.
12. Jiaquan Liu, Jiabao Su. Remarks on multiple nontrivial solutions for quasi-linear resonant problems. Journal of Mathematics Analysis and Applications, 258,(2001),209-222.
11. Shujie Li, K.Perera, Jiabao Su, Computations of critical groups in elliptic boundary value problems where the asymptotic limits may not exist. Proceedings of Royal Society Edinburgh (A) Mathematics, 131,3(2001),721-732
10. Jiabao Su, Chunlei Tang, Multiplicity results for semilinear elliptic equations with resonance at higher eigenvalues Nonlinear Analysis, 44(2001),311-321.
9. 苏加宝, 李永青, 关于半线性椭圆共振问题的注记 数学学报, 43,6(2000),1135-1142.
8. Jiabao Su, Existence of nontrivial periodic solutions for a class of resonance Hamiltonian systems. Journal of Mathematics Analysis and Applications. 233(1999),1-25.
7. Jiabao Su, Nontrivial periodic solutions for the asymptotically linear Hamiltonian systems with resonance at infinity. Journal of Differential Equations.145,2(1998),252-273.
6. Jiabao Su, Semilinear elliptic resonant problems at higher eigenvalues with unbounded terms, Acta Mathematica Sinica, New Series,14,3(1998),411-418.
5. 苏加宝, 具有无界非线性项的半线性椭圆共振问题 数学学报, 41,3(1998),715-720.
4. Shujie Li, Jiabao Su, Existence of multiple solutions of a two-point boundary value problem at resonance Topological Methods in Nonlinear Analysis, 10(1997),123-135.
3. Shujie Li, Jiabao Su, Existence of multiple critical points for asymptotically quadratic functional with applications, Abstract and Applied Analysis, Vol.1,3(1996),277-289.
2. Bingyou Li and Jiabao Su, Transfer open or closed set-valued mapping and generalization of H-KKM theorem with applications, Applied Mathematics and Mechanics, 15,10(1994), 981-989.
1. 苏加宝， 广义H-KKM定理及其应用 河北师范大学学报（自然科学版）18,4(1994),1-4.
科研项目(2009年之后)
开始时间 截止时间 项目名称 资金来源
2020.1 2022.12 Morse理论与椭圆型变分问题、主持(KZ8) 北京市教委重点项目
2018.1 2021.12 临界点理论与变分问题（**）、主持 国家自然科学基金--面上项目
2017.1 2020.12 几类非线性薛定谔方程及方程组的变分法研究。参加 ** 国家自然科学基金--面上项目
2015.1 2017.12 临界点理论与变分问题(主持 KZ2 ) 北京市教委重点项目
2013.1 2016.12 非线性变分问题研究(主持 ** ) 国家自然科学基金面上项目
2012.1 2015.12 强不定与非紧的变分问题(参加 NSFC** ) 国家自然科学基金面上项目
2012.1 2014.12 几何与分析（参加） 教育部创新团队
2011.1 2013.12 变分理论与拓扑学（负责 PHR ） 北京市人才强教计划--创新团队
2010.1 2012.12 变分法-理论与应用（负责 KZ7） 北京市教委重点项目
2009.1 2012.12 非线性变分问题的若干前沿课题（** 、参加） 国家自然科学基金重点项目

我的散记
题目 动笔时间 我的散记折射了我的经历
我的散记 ** 经历平铺实录，叙事跨越时空，笔风独一无二，并非文学作品。
我的导师李秉友 ** 李秉友先生有一个非常朴素的实用主义人生观：“谁的本事大？谁活得长，谁就本事大！”
我的硕士生涯 ** 对自己成长有过帮助的人的最好回报，就是努力，给帮过自己的人长脸！
赚钱 ** 书念好了，就是赚钱。
白皮面与哲学家 ** 算小账、短账、近账，我常常吃亏，像十块钱一碗“白皮面”之类的亏，我吃的数不清；
算大帐、长账、远账，我没有吃亏，我能从黄土高原宁静寂寞的深山沟走进了繁华闹心的大都城就是证明。
挑错 ** 善因未必结出善果，恶果必定来自恶因。
自以为是 ** 为人厚道方可持久。
会占便宜的人，能在他人的灾难当中占到便宜。
学数学的人，做出的事，推翻了“整体大于局部”的几何学基本原理，尽干出“局部大于整体”的蠢事，就算是算机关算到了极致，也不过是沾了点小便宜而已，等拉长了时间尺度再回头看时，已是走断了自己的路。

厚道 ** 一个人厚道与否，不是看他对待比他高的人的态度，而是看他对待比他低的人的态度。厚道人理应受到人的尊敬。
善小 ** “勿以恶小而为之，勿以善小而不为”--诸葛亮。
任何人，任何事，没有落在自己身上时，都可以不以为然，都可以站着说话不腰疼。

志向 ** 一个人对故乡的最大贡献，就是离开故乡！
地球太小 ** 自此，我以为，任何人，任何事，在没有落到自己头上时，都可以淡定自若，都可以站着说话不腰疼，一旦落到了自己头上，就完全是另一回事了。

远见 ** 站在山顶上的人，是不会去想山沟里的事的；而呆在山沟里的人，如果从来不想山顶上的事的话，那么他永远也到不了山顶。
瞬间 ** 改变命运的决定，往往就在那一瞬间。
小处不可随便！

4月15日 ** 改变命运的日子。机会只垂青于有准备的人。

球的对联 ** 曲率半径处处相等，摩擦系数点点为零，又圆又滑！
对联 ** 相对于正规的本科生，函授生是“横山里下来的游击队”。
心湖
（上）
** 很多收获，来自于有心而无意的过程当中！
有心，就能抓住稍纵即逝的机会！
无意，便会使得收获不因处心积虑而煎熬累人。
在乏味或无奈的过程中，也会有意想不到的收获，只要细致和耐心。

合作 ** 数学是一棵树，数学家做出的研究结果如同这棵树上长出的一片新芽。那新芽或许就是一片树叶，过了不久，叶子就掉了，或许随着时间的推移，那新芽便成了树枝，长粗变大，不断成长，之上又不断长出新枝新芽来。
面壁 ** 面壁十年图破壁。
棋谱 ** 进步且徘徊，春风柳絮吹；水边行客倦，枕畔有忧怀。
我的自测签。
我的坎坷人生，全被这个字签测中了！

奇遇 ** 不要把未来背在背上。
念书不求甚解，学问直插前沿。

茉莉 ** 应当越来越平静地对待学习和生活，对珍爱的东西不要随便放弃！
残疾 ** 一个人厚道与否，不是看他对比他高的人的态度，而是看他对待比他低的人的态度。
照相 ** 俗语道：仆人眼里无君王，牛人怕见老街坊。
实在 ** 我爱北京天安门。
父亲的医术 ** 进步且徘徊，春风柳絮吹；水边行客倦，枕畔有忧怀。
我的自测签。
我的坎坷人生，全被这个字签测中了！

高兴
**
好的数学是一棵树！
我以为，对于做研究的人而言，问题没有大小，自己觉得有意思的问题，就去做，不要迷信任何他人！
苔花如米小，绽放自芬芳！
野百合也有春天！

北大 ** 赞美他人如同给他人“画饼充饥”一般，画得“大些”又有何妨？！小气鬼，给人"画饼充饥"，那饼画得也没有瓶盖大！

传单 ** 有那么一些野草，如甘草、芦草和打碗碗花儿，年年都在一个地方生长，还会慢慢扩展地盘，草根长得又长，扎得又深。像蒲公英，小伞状的种子成熟以后，随风飘荡，一旦扎下了根，发出了芽，冒出了地面，就会永远生长在那里，永远也别想锄尽它。

铜像 ** 在正确的年龄段里，一定要做正确的事。
日出 ** 尽管我对那个班的学生管得比较严，但我在那个最差的办公室住的一年当中，窗户玻璃从未被打破过。我对那个待遇已经是相当满意了。
念书 ** “当年教你们念书，你们不好好念，老子只好自己念了！”
糊在墙上的数学论文
** 不要轻易放弃正在思考的问题，不管它是大还是小！
驴日的飞机 ** 富贵，富贵，富了才能贵，富了要学贵。
蜘蛛 ** 因为给我“报喜”的那只蜘蛛“个头”太小，所以1979年我最终是空喜了一场。
个旧 ** 我后来的很多经历验证到，“论事不占理时转为人身攻击”，是人之最可恶而不可救药的毛病.