基本情况
司建国，中共党员。理学博士学位，现任山东大学数学学院教授，博士生导师。
研究领域
常微分方程定性理论、哈密顿动力系统、KAM理论、迭代泛函微分方程的解析理论等
教育背景
2003年 博士，四川大学
1987年 硕士，华东师范大学
工作经历
2003年至今 教授，山东大学
1996年至2003年 教授，滨州学院
1992年至1996年 副教授，滨州学院
1987年至1992年 讲师，滨州学院
论文发表
-
Jianguo Si, Quasi-periodic solutions of a
non-autonomous wave equations with quasi-periodic forcing, J. Differential
Equations 252 (2012) 5274-5360
-
Yi Wang and Jianguo Si, A result on
quasi-periodic solutions of a nonlinear beam equation with a quasi-periodic
forcing term, Z. Angew. Math. Phys. 63 (2012), 189-190
-
M.Zhang, Jianguo Si, C^{\infty}-solutions
for a class of generalized Feigenbaum’s functional equations, Science in China,
Series A-Mathematics, 52 (2009), 1589-1828
-
Hanssmann H, Jianguo Si, Quasi-periodic
solutions and stability of the equilibrium for quasi-periodically forced planar
reversible and Hamiltonian systems under the Bruno condition, Nonlinearity, 23
(2010), 555-577
-
Jianguo Si, X.L.Li, Small divisors problem
in dynamical systems and analytic solutions of the Shabat equation, J. Math.
Anal. Appl., 367 (2010), 287-295
-
Jianguo Si, H.Y.Zhao, Small Divisor Problem
in Dynamical Systems and Analytic Solutions of a q-Difference Equation with a
Singularity at the Origin, Results In Math., 58 (2010), 337-353
-
L.H.Zhang, Jianguo Si, New soliton and
periodic solutions of (1+2)-dimensional nonlinear Schrodinger equation with
dual-power law nonlinearity, Communication in nonlinear science and numerical
simulation, 15 (2010), 2747-2754
-
M. Zhang, Jianguo Si, Quasi-periodic
solutions of nonlinear wave equations with quasi-periodic forcing, Physica
D ,238 (2009), 2185-2215
-
Jianguo Si,M.Zhang, Construction of convex
solutions for the second type of Feigenbaum’s functional equations, Science in
China, Series A-Mathematics, 52(2009), 1617-1638 (中文版:《中国科学》, A辑, 39 (2009), 49-70.)
-
J.Liu, Jianguo Si, Analytic solutions of an
iterative differential equation under Brjuno condition, Acta Math.
Sinica-English Series, 25 (2009), 1469-1482
-
H.Y.Zhao, Jianguo Si, Analytic solutions of
a second-order iterative functional differential equation near resonance,
Annales Polonici Math., 96 (2009), 209-226
-
Liu lingxia, JIanguo Si, Analytic solutions
of a polynomial-like iterative functional equation near resonance, J. Math.
Res. Exp., 29 (2009), 737-744
-
Jianguo Si, Invariant tori and
unboundedness for second order differential equations with asymmetric
nonlinearities depending on the derivatives, Nonlinear Anal., 67(2007), 3098-3115
-
Jianguo Si, H.Y.Zhao, Local invertible
analytic solutions for an iterative differential equation related to a discrete
derivatives sequence, J.Math. Anal. Appl., 335 (2007), 428-442
-
Jianguo Si, M.H.Ma, Local invertible
analytic solution of a functional differential equation with deviating
arguments depending on the state derivative, J.Math. Anal. Appl., 327 (2007), 723-734