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Wei Enbo, Xu Jinshan, Gao Jianguo, Tian Jiwei. Theory of simplex projection operator and its application to analyze data Ⅰ. Application to forecast equation model data[J]. Haiyang Xuebao, 1999, 21(2): 34-39.
Citation: Wei Enbo, Xu Jinshan, Gao Jianguo, Tian Jiwei. Theory of simplex projection operator and its application to analyze data Ⅰ. Application to forecast equation model data[J]. Haiyang Xuebao, 1999, 21(2): 34-39.

Theory of simplex projection operator and its application to analyze data Ⅰ. Application to forecast equation model data

  • Received Date: 1997-04-28
  • Rev Recd Date: 1998-03-16
  • In this paper we build a forecast method of simplex projection operator using fold and extensio: character of chaotic attracting sets in phase space.The forecast method is concerned with local nonlinear and Lyapunov characteristic exponent of predieted points, avoids the problem of traditional analogue predictive functions and equations, decreases some analogue parameters.The method is used to forecast the time series data of Lorenz and Logistic model,and the forecast results show that the method is simple and available, reduces compute tirrm and has stronger forecast power within time scales and precision.
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  • Hamel S.A noise reduction method for chaotic system.Phy.Lett.A,1990.148,421-428
    Kennel M.Method to distinguish possible chaos from color noise and to determine embeddinq parameters.Phy.Rev.A,1992,463 111-3 118
    Jafffe B.Rahin D.Using nonlinear forecasting to learn the magnitude and phasing of time varying sediment suspension in the surfzone.J.G.R.1996.101.14 283~14 296
    Farmer J D.Sidorowich J.Predicting chaotic time series.Phy.Rev.l.ett.,1987.59.845~848
    Henry D I.Prediction in chaotic nonlinear system:method of time series with broad Fourier spectra.Phy.Rev.A,1990,41,1 782~1 807
    Elsner J,Tsonis A A.Nonlinear prediction,chao and noise.Bull.Am.Met.Soc.,1992,73,49~60
    Tsonis A.Reconstruction of Dynamics from Observable.Chaos.New York:Pleum Publishing Corporation.1993.149~241
    田纪伟,孙孚,楼顺里等.相空间反演方法及其在海洋资料分析中的应用.海洋学报,1996,18(4):1~10
    Casdagli M.Nonlinear prediction of chaotic time series.Phy.D,1989,35,335~356
    Barahona M.Poon C S.Detection of nonlinear dynamics in short,noisy time series.Nature,1996.381,215~217
    Manuca R.Savit R.Model misspecification tests,model building and predictability in complex systems.Phy.D,1996.93.78~100
    Sugihara G.May R M.Nonlinear forecasting as a way of distinguishing chaos from measurement error in the time series.Nature,1990.344,734~741
    Wales D.Calculating the rate of loss of information from chaotic time series by forecasting.Nature.1991,350.485~488
    Tsonis A,Elsner J 13.Nonlinear prediction as a way of distinguishing chaos from random fractal sequences.Nature.1992.358.217~220
    Wayland R.Recognizing determinism in a time series.Phy.Rev.I,ett.,1993,70.580~582
    EH斯潘尼尔著,左再思译.代数拓扑学.上海:上海科学技术出版社,1987,124~132
    陈式刚.映象与混沌.北京:国防工业出版社,1992.106~108
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