Casdagli M.Nonlinear prediction of chaotic time series.Phy.D,1989,35,335~356
[6]
Barahona M.Poon C S.Detection of nonlinear dynamics in short,noisy time series.Nature,1996.381,215~217
[7]
Manuca R.Savit R.Model misspecification tests,model building and predictability in complex systems.Phy.D,1996.93.78~100
[8]
Wales D.Calculating the rate of loss of information from chaotic time series by forecasting.Nature.1991,350.485~488
[9]
Tsonis A,Elsner J 13.Nonlinear prediction as a way of distinguishing chaos from random fractal sequences.Nature.1992.358.217~220
[10]
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
[11]
Hamel S.A noise reduction method for chaotic system.Phy.Lett.A,1990.148,421-428
[12]
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
[13]
Farmer J D.Sidorowich J.Predicting chaotic time series.Phy.Rev.l.ett.,1987.59.845~848
[14]
Elsner J,Tsonis A A.Nonlinear prediction,chao and noise.Bull.Am.Met.Soc.,1992,73,49~60
[15]
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
[16]
Wayland R.Recognizing determinism in a time series.Phy.Rev.I,ett.,1993,70.580~582
