Mendel J M. Tutorial on higher-order statistics (spectra) in signal processing and system theory:Theoretical results and some applications[J].Proc. IEEE.1991, 79(3):278-305[2]Zhang Xian-Da, Zhang Yuan-Sheng. FIR system identification using higher order statistics alone. IEEE Trans. on Signal Processing, 1994, SP-42(10): 2854-2858.[3]Giannakis G B. Cumulants: A powerful tool in signal processing[J].Proc. of the IEEE.1987, 75(9):1333-1334[4]Giannakis G B, Mendel J M. Identification of non-minimum phase systems using higher-order statistics. IEEE Trans. on Acoustics Speech and Signal Processing, 1989, ASSP-37(3): 360-377.[5]Friedlander B, Porat B. Asympotically optimal estimation of MA and ARMA parameters of non-Gaussian processes from higher-order moments. IEEE Trans. on Automat. Contr., 1990,AC-35(1): 27-35.[6]Tugnait J K. Approaches of FIR system identification with noisy data using higher order statistics. IEEE Trans. on Acoustics Speech and Signal Processing, 1990, ASSP-38(7): 1307-1317.[7]Tugnait J K. New results on FIR system identification using higher order statistics. IEEE Trans. on Signal Processing, 1991, SP-39(10): 2216-2221.[8]Carrion M C, Ruiz D P, Gallego A, Morente J A. FIR system identification using third-and fourth-order cumulants[J].Electron. Lett.1995, 31(8):612-614[9]Xiao Y, Shadaydeh M, Tadokoro Y. Overdetermined C(q, k) formula using third and fourth order cumulants[J].Electron. Lett.1996, 32(6):601-603[10]Giannakis G B, Mendel J M. Cumulant-based order determination of non-Gaussian ARMA models. IEEE Trans. on Acoustics Speech and Signal Processing, 1993, ASSP-38(8): 1411-1422.[11]Zhang X D, Zhang Y S. Singular value decomposition-based MA order determination of nonGauusian ARMA models. IEEE Trans. on Signal Processing, 1993, SP-41(8): 2657-2664.[12]Chow T W S, Tan Hong-Zhou. Semiblind identification of nonminimum-phase ARMA models via order recursion with higher order cumulants. IEEE Trans. on Industrial Electronics, 1998,IE-45(4): 663-671.[13]Brillinger D R, Rosenblatt M. Computation and Interpretation of K-th-Order Spectra, in Specrtral Analysis of Time Seriers. B. Harrias, Ed. New York: Wiley, 1967, 189-232.
|