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1. Solitonic shape restoring and soliton complex fora variant Boussinesq system with variable coefficients in fluiddynamics | |||
Wang Lei | |||
Mechanics 29 September 2013 | |||
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Abstract:For the nonlinear and dispersive long gravity waves traveling in twohorizontal directions with varying depth of the water, we consider avariant Boussinesq with variable coefficients (vcvB) system withsymbolic computation. Using the Darboux transformationof the vcAKNS system, we present the double Wronskian-type solutionfor the vcvB system. Two sorts of inelastic interactions for thevcvB system are graphically discussed. | |||
TO cite this article:Wang Lei. Solitonic shape restoring and soliton complex fora variant Boussinesq system with variable coefficients in fluiddynamics[OL].[29 September 2013] http://en.paper.edu.cn/en_releasepaper/content/4561906 |
2. Algorithm Robustness Analysis for the Choice of Optimal Time Delay of Phase Space Reconstruction Based on Singular Entropy Method | |||
Yao Baoheng | |||
Mechanics 12 January 2011 | |||
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Abstract:The method of Delays is commonly used in state space reconstruction of chaotic time series, and the quality of attractor reconstruction of phase space is sensitive to the choice of embedding parameters, i.e. embedding dimension and time delay. In this paper, a new information measure based on singular entropy (SE) is proposed to choose the optimal time delay in reconstructed dynamical system, which differs from the correlation function method by using singular value fraction (SVF). The robustness of singular entropy algorithm is further discussed, and it shows the advantage of the proposed method. | |||
TO cite this article:Yao Baoheng. Algorithm Robustness Analysis for the Choice of Optimal Time Delay of Phase Space Reconstruction Based on Singular Entropy Method[OL].[12 January 2011] http://en.paper.edu.cn/en_releasepaper/content/4406322 |
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