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Dive into the research topics where Yao-Chen Hung is active.

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Featured researches published by Yao-Chen Hung.


Physics Letters A | 2002

Synchronization of two different systems by using generalized active control

Ming-Chung Ho; Yao-Chen Hung

We have already generalized the techniques from active control theory, and applied them to synchronize two different systems. In this Letter, we demonstrate these techniques by period-system, Lorenz and Rossler systems. Moreover, the effect of external noise is also included in our discussion.


Physics Letters A | 2002

Phase and anti-phase synchronization of two chaotic systems by using active control

Ming-Chung Ho; Yao-Chen Hung; Chien-Ho Chou

Using techniques from active control theory, we demonstrate that two coupled chaotic systems can be phase and anti-phase synchronized. The techniques are applied to Lorenz, Rossler, and Chen systems.  2002 Elsevier Science B.V. All rights reserved.


Computer Physics Communications | 2011

Constructive role of noise in p53 regulatory network

Yao-Chen Hung; Chin-Kun Hu

We study the effect of noise on p53 regulatory network, the core of a cells modulator for switching between survival and apoptosis. We find that the fluctuations, originating from stochastic expression of p53-responsive genes, introduce marked advantages for the system to sense external stimuli and sustain the function of switches. The coherence between a stimulus and the systems response undergoes a maximum with the raise of noise level, indicating the occurrence of stochastic resonance. The biological significance of our results is discussed.


International Journal of Bifurcation and Chaos | 2008

SYNCHRONIZATION OF UNCERTAIN HYPERCHAOTIC AND CHAOTIC SYSTEMS BY ADAPTIVE CONTROL

Zhi-Yu Liu; Chia-Ju Liu; Ming-Chung Ho; Yao-Chen Hung; Tzu-Fang Hsu; I-Min Jiang

This paper presents the synchronization between uncertain hyperchaotic and chaotic systems. Based on Lyapunov stability theory, an adaptive controller is derived to achieve synchronization of hyperchaotic and chaotic systems, including the case of unknown parameters in these two systems. The T.N.C. hyperchaotic oscillator is used as the master system, and the Rossler system is used as the slave system. Numerical simulations verify these results. Additionally, the effect of noise is investigated by measuring the mean squared error (MSE) of two systems.


Physics Letters A | 2006

Reduced-order synchronization of chaotic systems with parameters unknown

Ming-Chung Ho; Yao-Chen Hung; Zhi-Yu Liu; I-Min Jiang


Physical Review E | 2008

Paths to globally generalized synchronization in scale-free networks.

Yao-Chen Hung; Yu-Ting Huang; Ming-Chung Ho; Chin-Kun Hu


Physics Letters A | 2006

Chaos synchronization of two stochastically coupled random Boolean networks

Yao-Chen Hung; Ming-Chung Ho; Jiann-Shing Lih; I-Min Jiang


Physical Review Letters | 2008

Chaotic communication via temporal transfer entropy.

Yao-Chen Hung; Chin-Kun Hu


Physics Letters A | 2005

Stochastic coupling of two random Boolean networks

Ming-Chung Ho; Yao-Chen Hung; I-Min Jiang


Physics Letters A | 2004

Phase synchronization in inhomogeneous globally coupled map lattices

Ming-Chung Ho; Yao-Chen Hung; I-Min Jiang

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Ming-Chung Ho

National Kaohsiung Normal University

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I-Min Jiang

National Sun Yat-sen University

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Zhi-Yu Liu

National Kaohsiung Normal University

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Chia-Ju Liu

National Kaohsiung Normal University

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Chien-Ho Chou

National Kaohsiung Normal University

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Jiann-Shing Lih

National Cheng Kung University

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Tzu-Fang Hsu

National Pingtung University of Education

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Yu-Ting Huang

National Kaohsiung Normal University

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