论文信息 - Affine-Periodic Solutions for Dissipative Systems - 字舞流文

Affine-Periodic Solutions for Dissipative Systems

As generalizations of Yoshizawa’s theorem, it is proved that a dissipative affine-periodic system admits affine-periodic solutions. This result reveals some oscillation mechanism in nonlinear systems.

Xue Yang | Yong Li | Yu Zhang

[1] Juntao Sun,et al. Existence for Singular Periodic Problems: A Survey of Recent Results , 2013 .

[2] T. A. Burton,et al. Unified boundedness, periodicity, and stability in ordinary and functional differential equations , 1986 .

[3] Yong Li,et al. Periodic solutions and equilibrium states for functional differential inclusions with nonconvex right-hand side , 1997 .

[4] Periodic solutions to functional differential equations , 1985 .

[5] A FIXED POINT THEOREM OF KRASNOSELSKII-SCHAEFER TYPE AND ITS APPLICATIONS IN CONTROL AND PERIODICITY OF INTEGRAL EQUATIONS , 2011 .

[6] W. A. Horn. Some fixed point theorems for compact maps and flows in Banach spaces. , 1970 .

[7] Periodic solutions of dissipative functional-differential equations , 1994 .

[8] T. Seidman,et al. Periodic solutions of isotone hybrid systems , 2012 .

[9] Tassilo Küpper,et al. Periodic solutions for dissipative-repulsive systems , 2000 .

[10] Jack K. Hale,et al. Fixed point theorems and dissipative processes. , 1973 .

[11] Zhiming Guo,et al. On the Existence and Stability of Periodic Solutions for a Nonlinear Neutral Functional Differential Equation , 2013 .