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- Chun-Fu Chuang, Yeong-Jeu Sun, Wen-June Wang
- Chaos
- 2012

In this study, exponential finite-time synchronization for generalized Lorenz chaotic systems is investigated. The significant contribution of this paper is that master-slave synchronization is achieved within a pre-specified convergence time and with a simple linear control. The designed linear control consists of two parts: one achieves exponential… (More)

This study investigates H∞ finite-time synchronization (HFTS) problems for a general class of chaotic systems with external disturbances. The HFTS includes two control objectives; one is the finite-time synchronization and the other is the H∞ minimization. Here, the finite-time synchronization means the finite-time stabilization of the error system between… (More)

- Yeong-Jeu Sun, Jinn-Shing Cheng, Jer-Guang Hsieh, Chung-Cheng Chen
- Int. J. Systems Science
- 1996

- Yeong-Jeu Sun
- IEEE Trans. Automat. Contr.
- 2004

Important variants and complements to the original Lyapunov and Lagrange stability concepts are corresponding notions concerning partial stability. For a given motion of a dynamical system, say x(t, x0, t0) = (y(t, x0, t0), z(t, x0, t0)), partial stability concerns the qualitative behavior of the y-component of the motion, relative to disturbances in the… (More)

- Yeong-Jeu Sun, Yu-Biaw Wu, Ching-Cheng Wang
- Chaos
- 2013

In this study, the concept of global exponential ε-stabilization is introduced and the robust stabilization for a class of nonlinear systems with single input is investigated. Based on Lyapunov-like Theorem with differential and integral inequalities, a feedback control is proposed to realize the global stabilization of such nonlinear systems with any… (More)

- Hanen Damak, Mohamed Ali Hammami, Yeong-Jeu Sun
- Kybernetika
- 2012

- Yeong-Jeu Sun, Yu-Biaw Wu, Ching-Cheng Wang
- J. Applied Mathematics
- 2013

The concept of the exponentially stable limit cycle (ESLC) is introduced, and the ESLC phenomenon for a class of nonlinear systems is explored. Based on time-domain approach with differential inequality, the existence and uniqueness of the ESLC for such nonlinear systems can be guaranteed. Besides, the period of oscillation, the amplitude of oscillation,… (More)

- Chun-Fu Chuang, Wen-June Wang, Yeong-Jeu Sun, Ying-Jen Chen
- Int. J. Systems Science
- 2013

and Applied Analysis 3 Master system is as follows: ẋ1 t ( 10 25 29 a ) · x2 t − x1 t , 2.1a ẋ2 t ( 28 − 35 29 a ) x1 t a − 1 x2 t − x1 t x3 t , 2.1b ẋ3 t ( − 3 − 1 87 a ) x3 t x1 t x2 t , 2.1c x1 0 x2 0 x3 0 T Δx10 Δx20 Δx30 T , 2.1d slave system is as follows: ż1 t ( 10 25 29 a ) · z2 t − z1 t Δφ1 u1 , 2.2a ż2 t ( 28 − 35 29 a ) z1 t k − 1 z2 t − z1 t z3… (More)