吉林大学学报(工学版) ›› 2003, Vol. ›› Issue (4): 100-104.
Previous Articles Next Articles
CAO Kun-yong, YU Sheng-lin, HUANG Xiao-qing
CLC Number:
| [1] MANDELBROT B,VAN NESS J.Fractional brownian motions,fractional noises and applications［J］.SIAM Rev.,1968,10:422-423. [2] FLANDRIN P. On the spectrum of fractional Brownian motion［J］.IEEE Trans. Inform. Theory,1989,35:197-199. [3] GACHE N,FLANDRIN P,GARREAU D.Fractal dimension estimators for frctional Brownian motions［Z］.Proc. IEEE Int. Conf. on Acoustics Speech and Signal Processing,1991:3557-3560. [4] WORNELL G W, OPPENHEIM A V.Estimation of fractal signals from noisy measurements using wavelets［J］.IEEE Trans. Signal Processing,1992,40(3):611-623. [5] KAPLAN L M,KUO C J.Fractal estimation from noisy measurements via discrete ractional Gaussian noise(DFGN)and the Haar basis［Z］.Univ. of Southern California, Los Angeles, Tech. Rep. SIPI 212,July 1992. [6] CORSINI G,SALETTI R.Design of a digital 1/ƒγ noise simulator［Z］.Proc. Noise Physical Syst. and 1/ƒ Noise,University de Montreal,1987:82-86. [7] ELI Shusterman.Analysis and synthesis of 1/ƒ processes via shannon wavelets［J］.IEEE Transaction on Signal Processing,1998,46:1698-1702. [8] PYKE R.One dimensional brownian motion[R].MAT335H1-Chaos,Fractals,and Dynamics Aprial,2002. [9] FLANDRIN P,GACHE N.Fractal dimension estimators for fractional brownian motions［J］.International Conference on Acoustics,Speech and Signal Processing,1991,5:3557-3560. [10] 曹坤勇,于盛林,李光.基于正交小波变换合成1/ƒ过程［J］.吉林大学学报(工学版),2003,33(2):69-74. |
| [1] | XU Wei-yang, ZHOU Jie, WANG Yu-qing, WU Yu-cheng. OFDM timing synchronization algorithm based on channel estimation [J]. 吉林大学学报(工学版), 2016, 46(1): 290-295. |
| [2] | ZONG Chang-fu, NIE Zhi-gen, WANG Hua-ji. Parameters identification for simplified model of commercial vehicles [J]. 吉林大学学报(工学版), 2013, 43(05): 1171-1177. |
|
||