基于奇异值分解的混沌时间序列Volterra预测

[1] Independent coordinatesfor strange attractors form time series. Fraser A M,Swinney H L. Physical Review A Atomic Molecular and Optical Physics . 1986

[2] 混沌的可加性 [J]. 物理学报, 2003, (05) : 1085 - 1090

[3] Shaw Ge-ometry from A Time Series. Packard N H,Crutchfield J P,Farmer J D,et al. Physical Review Letters . 1980

[4] Normalized data nonlinearities for LMS adaptation. Douglas S C,Meng T H Y. IEEE Transactions on Signal Processing . 1994

[5] Detection of signals in chaos. Haykin S,Boli X. Proceedings of Tricomm . 1995

[6] 用于混沌时间序列自适应预测的一种少参数二阶Volterra滤波器 [J]. 物理学报, 2001, (07) : 1248 - 1254

[7] Determ ing strange attractors in turbulence. F. Takens. Lecture Notes in Mathematics . 1981

[8] Determin-ing embedding dimension for phase-space reconstruc-tion using a geometrical construction. Kennel M B,Brown R,Abarbanel H D I. Physical Review A Atomic Molecular and Optical Physics . 1992

[1] Independent coordinatesfor strange attractors form time series. Fraser A M,Swinney H L. Physical Review A Atomic Molecular and Optical Physics . 1986

[2] 混沌的可加性 [J]. 物理学报, 2003, (05) : 1085 - 1090

[3] Shaw Ge-ometry from A Time Series. Packard N H,Crutchfield J P,Farmer J D,et al. Physical Review Letters . 1980

[4] Normalized data nonlinearities for LMS adaptation. Douglas S C,Meng T H Y. IEEE Transactions on Signal Processing . 1994

[5] Detection of signals in chaos. Haykin S,Boli X. Proceedings of Tricomm . 1995

[6] 用于混沌时间序列自适应预测的一种少参数二阶Volterra滤波器 [J]. 物理学报, 2001, (07) : 1248 - 1254

[7] Determ ing strange attractors in turbulence. F. Takens. Lecture Notes in Mathematics . 1981

[8] Determin-ing embedding dimension for phase-space reconstruc-tion using a geometrical construction. Kennel M B,Brown R,Abarbanel H D I. Physical Review A Atomic Molecular and Optical Physics . 1992