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	1. Simultaneous generation of multiple time-delay-signature eliminated chaos in ring network of coupled semiconductor lasers with heterogeneous delays
	XIANG Shuiying,WEN Aijun,LIN Lin,ZHANG Huixing,ZHANG Hao,GUO Xingxing,LI Jiafu
	Information Science and System Science 17 March 2016
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	Abstract:The time delay signature (TDS) properties in ring network of three mutually coupled semiconductor lasers (MCSLs) are investigated quantitatively. The evolution pattern of TDS, which is quantified via the auto-correlation function, for ring network with identical coupling delays as well as with heterogeneous coupling delays are discussed and compared. The effects of coupling strength, frequency detuning and injection current are mainly examined. The parameter regions contributing to successful TDS concealment are identified. It is found that, three sets of chaotic signals with TDS concealment can be simultaneously generated in ring network of three MCSLs under certain condition, and the TDS is mainly affected by injection current and coupling strength, but is not so sensitive to the frequency detuning. To obtain low TDS, larger injection current and smaller coupling strength are desired. Besides, by intentionally introducing heterogeneous coupling delays in the ring network, the TDS can be better concealed in much wider parameter regions compared to the network with identical coupling delays, which is highly desirable for the chaos-based random bit generators.
	TO cite this article:XIANG Shuiying,WEN Aijun,LIN Lin, et al. Simultaneous generation of multiple time-delay-signature eliminated chaos in ring network of coupled semiconductor lasers with heterogeneous delays[OL].[17 March 2016] http://en.paper.edu.cn/en_releasepaper/content/4681167


	2. Impulsive stabilization of a class of nonlinear system with bounded gain error
	MA Tiedong,ZHAO Feiya
	Information Science and System Science 24 December 2013
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	Abstract:This paper introduces impulsive gain error result from mechanical limitation or device restriction in practical application. Our new impulsive control method includes control gain error with an acceptable boundary is more practically applicable than previous existing impulsive analytical approaches. A sufficient criterion for global exponential stability of impulsive control system is derived without the need for precise impulsive gain by estimating impulsive differential inequality. The effectiveness of the proposed method is confirmed by theoretical analysis and numerical simulation.
	TO cite this article:MA Tiedong,ZHAO Feiya. Impulsive stabilization of a class of nonlinear system with bounded gain error[OL].[24 December 2013] http://en.paper.edu.cn/en_releasepaper/content/4576685


	3. Robust Hybrid Projective Synchronization of Fractional-Order Chaotic Systems with Time-Delay
	MA Tiedong,XI Quan
	Information Science and System Science 16 December 2013
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	Abstract:The hybrid projective synchronization for fractional-order chaotic systems with time-delay and uncertain perturbation is investigated in this paper. Adaptive sliding mode control method is proposed to synchronize the fractional-order chaotic and hyperchaotic systems under time-delay and uncertain perturbation. Stability is analyzed by using stability theorem of fractional calculus. The simulation results show the feasibility and effectiveness of the proposed scheme.
	TO cite this article:MA Tiedong,XI Quan. Robust Hybrid Projective Synchronization of Fractional-Order Chaotic Systems with Time-Delay[OL].[16 December 2013] http://en.paper.edu.cn/en_releasepaper/content/4575776


	4. Circuit simulation and implementation for synchronization between fractional-order modified Liu chaotic systems
	MA Tiedong,GUO Dong
	Information Science and System Science 28 October 2013
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	Abstract:For a novel modified fractional-order Liu chaotic system, this paper studies the circuit simulation for this system and its synchronization. Based on the approximation theory of fractional-order operator, an electronic circuit is designed to describe the dynamic behavior of the modified fractional-order system firstly, and then the synchronization between two identical fractional-order Liu systems is designed by given circuit. Our results are supported by numerical simulation and circuit implementation.
	TO cite this article:MA Tiedong,GUO Dong. Circuit simulation and implementation for synchronization between fractional-order modified Liu chaotic systems[OL].[28 October 2013] http://en.paper.edu.cn/en_releasepaper/content/4565866


	5. On Multifractal Spectrum of Hidden Markov Processes
	Shuangping Chen
	Information Science and System Science 05 January 2010
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	Abstract:The hidden Markov processes (HMP) have been shown to be related to Cantor set which is a typical fractal. Statistical methods have been introduced to compute the multifractal spectrum of HMPs, and an example of applying the methods on a binary hidden Markov process was provided. The multifractal spectrum is a very useful tool for evaluating parameters and output of HMPs.
	TO cite this article:Shuangping Chen.

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