傅顯隆

傅顯隆

傅顯隆,華東師範大學數學科學學院教授、博士生導師,研究方向為泛函微分方程理論及套用、線性運算元半群理論及無窮維動力系統。1988年進入江西大學數學系學習,1992年獲學士學位;1996年起先後在東北大學、上海交通大學攻讀碩士與博士學位,2002年獲上海交通大學數學博士學位後入職華東師範大學數學系。

長期從事泛函微分方程與隨機控制理論研究,建立多值映射廣義拓撲度理論,研究中立型泛函微分系統可控性等問題,在《Nonlinear Analysis》《Discrete Contin. Dyn. Syst.》等期刊發表學術論文百餘篇。主持國家自然科學基金項目,研究成果涵蓋非局部條件演化方程解的存在性、中立型積微分方程可控性等領域。承擔《數學分析》《線性發展方程》等課程教學,連續三學期教授數學師範專業核心課程,形成"從有限到無窮"的教學理念,2020年赴克拉瑪依校區支教期間獲評教第一。

基本介紹

  • 中文名:傅顯隆
  • 職業:教師
  • 專業方向:偏泛函微分方程理論及其套用
  • 任職院校:華東師範大學數學科學學院
研究方向,學術成果,

研究方向

1 偏泛函微分方程理論及其套用;
2 線性運算元半群理論及其套用;
3 無窮維維動力系統與無窮維控制;
4 隨即泛函微分方程與隨機控制。

學術成果

1. Xianlong Fu‚ and Shuni Song‚ The generalized topological degree for multi-valued compact perturbations of m-accretive operators and applications‚ Nonl. Anal.‚ 43(2001)‚ 767- 776.
2. Xianlong Fu and Shunian Zhang‚ Periodic solutions of differential equations at resonance with unbounded nonlinearities. Nonl. Anal.‚ 52(2003)‚ 755-767.
3. Xianlong Fu‚ Controllability of neutral functional differential systems in abstract space. Appl. Math. Comp..‚ 141(2003)‚ 281-296.
4. Xianlong Fu and K. Ezzinbi‚ Existence of solutions for functional evolution equations with nonlocal conditions. Nonl. Anal.‚ 34(2003)‚ 215-217.
5. Xianlong Fu‚ Controllability of abstract neutral functional differential systems with unbounded delay‚ Appl. Math. Comp.‚ 51(2004)‚ 299-314.
6. Xianlong Fu‚ On solutions of neutral nonlocal evolution equations with nondense domain. J. Math. Anal. Appl.‚ 299(2004)‚ 92-410.
7. K.Ezzinbi and Xianlong Fu‚ Existence and regularity for some neutral partial differential equations with nonlocal conditions. Nonl. Anal.‚ 57(2004)‚ 1029-1041.
8. Meili Li‚ Miansen Wang and Xianlong Fu‚ Controllability of semilinear evolution equations with nonlocal conditions. Acta Math. Appl. Sin. (English) ‚ 21 (2005)‚ No. 4‚ 697—704.
9. Xianlong Fu‚ Controllability of non-densely defined functional differential systems in abstract space. Appl. Math. Letters‚ 19(2006)‚ 369-377.
10. Xianlong Fu and Xingbo Liu‚ Existence of solutions for neutral non-autonomous equations with nonlocal conditions. Indian J. Pure Appl. Math.‚ 37(2006)‚ 179-192.
11. Xianlong Fu and xingbo Liu‚ Existence of periodic solutions for abstract neutral non-autonomous equations with infinite delay‚ J. Math. Anal. Appl.‚ 325 (2007)‚ 249–267.
12. Xingbo. Liu‚ Xianlong Fu and Deming Zhu‚ Bifurcation of homoclinic orbits with saddle-center equilibrium.‚ Chinese Ann. Math. (B)‚ 28(2007)‚ 81-92.
13. Xingbo Liu‚ Xianlong Fu and Deming Zhu‚ homoclinic bifurcation with nonhyperbolic equilibria‚ Nonl. Anal.‚ 66(2007)‚ 2931-2939.
14. Xianlong Fu and Xingbo Liu‚ Controllability of non-densely defined neutral functional differential systems in abstract space‚ Chinese Ann. Math. (B)‚ 28 (2007)‚ 243--252.
15. K. Ezzinbi‚ Xianlong FuandK.Hilal‚ Existence and regularity in the _-norm for some neutral partial differential equations with nonlocal conditions‚ Nonl. Anal.‚ 67( 2007)‚ 1613-1622.
16. Xianlong Fu‚ Existence of solutions and periodic solutions for abstract neutral equations with unbounded delay‚ Dynamics of Cont.Discr. Imp. Syst. (Series A)‚ 15(2008).‚17-36.
17 Xianlong Fu and Yueju Cao‚ Existence for neutral impulsive differential inclusions with nonlocal conditions‚ Nonl. Anal.‚ in press

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