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yu2011

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A Novel non¨CLyapunov way for detecting uncertain parameters of chaos system with random noises  Original Research Article
Expert Systems with Applications, Volume 39, Issue 2, 1 February 2012, Pages 1779-1783
Fei Gao, Yibo Qi, Ilangko Balasingham, Qiang Yin, Hongrui Gao

Highlights
► Identificate the uncertain parameters and time-delays of chaos system with random noises. ► Using differential evolution algorithm. ► Propose a mathematics models for chaos with time-delays and free of time-delays. ► By a nonnegative function¡¯s minimal correspond to best combination of parameters and time-delay.
2Â¥2011-12-08 14:38:07
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yu2011

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Gyroaverage effects on nontwist Hamiltonians: Separatrix reconnection and chaos suppression  Original Research Article
Communications in Nonlinear Science and Numerical Simulation, Volume 17, Issue 5, May 2012, Pages 2031-2044
D. del-Castillo-Negrete, J.J. Martinell

Highlights
► Finite Larmor radius (FLR) effects on chaotic transport in plasmas are studied. ► FLR is incorporated through a gyroaverage of the guiding center orbits. ► The resulting gyroaveraged test particle Hamiltonian violates the twist condition. ► Separatrix reconnection is studied in the nontwist gyroaveraged Hamiltonian. ► Chaotic transport is typically suppressed as the Larmor radius increases.
3Â¥2011-12-08 14:39:05
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yu2011

ľ³æ (ÖøÃûдÊÖ)

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The novel bilateral ¨C Diffusion image encryption algorithm with dynamical compound chaos  Original Research Article
Journal of Systems and Software, In Press, Corrected Proof, Available online 2 November 2011
Xiao-jun Tong

Highlights
► A new dynamical compound chaotic function by exploiting two one-dimensional chaotic functions is proposed which are switched randomly. ► In order to produce lager key space, the dynamical properties of compound chaos and LFSR mixing are also proved rigorously. ► A novel bilateral-diffusion image encryption algorithm is proposed for more avalanche effect. ► The experiments show that the novel encryption algorithm solves the problem of short cycle and low precision of one-dimensional chaotic function.
4Â¥2011-12-08 14:40:12
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