吉林大学学报(工学版) ›› 2003, Vol. ›› Issue (2): 69-74.
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CAO Kun-yong, YU Sheng-lin, LI Guang
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| [1] KESHNER M S.1/ƒ noise［J］.Proc.IEEE,1982,70(2):212-218. [2] VAN DER ZIEL A.On the noise spectra of semi-conductor noise and of fliker effect［J］.Physica,1950,16:359-372. [3] BARTON R J,POOR V H.Signal detection in fractional gaussian noise［J］.IEEE Trans Inform.Theory,1988,34:943-959. [4] WORNELL G W.A Kahunen-Loeve-Like expansion for 1/ƒ processes via wavelets［J］.IEEE Transaction on Information Theory,1990,36(4):859-861. [5] WORNELL G W.Wavelet-based representations for the 1/ƒ family of fractal processes［J］.Proceedings of the IEEE,1993,81:1428-1450. [6] SHUSTERMAN Eli,FEDER Meir.Analysis and synthesis of 1/ƒ processes via shannon wavelets［J］.IEEE Transaction on Signal Processing,1998,46(6):1698-1702. [7] ANTAL T,DROZ M,GYORGYI G,et al.1/ƒ noise and extreme value statistics［J］.Physical Review Leters,2001,87(24):240601. [8] WALDEN Andrew T.Wavelet analysis of discrete time series［Z］.http∥dmawww.epfl.ch/～choulat/3e.cycle.romand/percival.pdf,2001. [9] ALIEVA Tatiana,BARBE Andre.Macroscopic 1/ƒ behavior of fractal signals generated by additive substitution［J］.IEEE Transaction on Information Theory,2000,46(6):2261-2268. |
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| [5] | CAO Kun-yong, YU Sheng-lin, HUANG Xiao-qing. Parameter estimation of 1/ƒ-type fractal signal via wavelet transformation [J]. 吉林大学学报(工学版), 2003, (4): 100-104. |
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