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Volume 17 Issue 4
Jul.  1995
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Liang Yingchang, Zhang Xianda, Li Yanda. AN OVERVIEW OF THE HARMONIC RETRIEVAL IN NOISE[J]. Journal of Electronics & Information Technology, 1995, 17(4): 404-411.
Citation: Liang Yingchang, Zhang Xianda, Li Yanda. AN OVERVIEW OF THE HARMONIC RETRIEVAL IN NOISE[J]. Journal of Electronics & Information Technology, 1995, 17(4): 404-411.

AN OVERVIEW OF THE HARMONIC RETRIEVAL IN NOISE

  • Received Date: 1994-06-27
  • Rev Recd Date: 1995-03-27
  • Publish Date: 1995-07-19
  • Recently, Higher-order statistics have become powerful tools in signal processing field and have been applicable in harmonic retrieval. This paper first analyses the existing correlation-based methods for harmonic retrieval; then summarizes the newly developed higher-order statistics-based approaches and pre-filtering-based methods with hybrid higher-order statistics for estimating parameters of harmonics in noise. It is shown that higher-order statistics-based approaches are superior to correlation based approaches in restraining colored noise and retrieving useful information of harmonics.
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  • Rife D C, Boorstyn N R. IEEE Trans. on IT, 1974, IT-20(5): 591-595.[2]Burg J P. Maximum entropy spectral analysis, 37th ann. Int. Meet., Soc. Explor. Geuphys., Oct.,1967.[3]Nuttal A H. Spastral analysis of a univariate process with bad data points via maximum entropy[4]and linear predictive techniques, Naval Underwater System Center, Tech. Rep. 5303, 1976.[5]Ulrych T J, Clayton R W. Phy. Earth Planetary Interiors, 1979, 120(8): 188-200.[6]Kumareman R, Tufts D W. IEEE Trans. on ASSP, 1982, ASSP-30(6): 833-840.[7]Tufts D W, Kumareman R. Proc[J].IEEE.1982, 70(9):975-989[8]Cadzow J A. Proc[J].IEEE.1982, 70(9):907-939[9]Pisarenko V F. J, Royal Astronom. Soc., 1973, 33(3): 347-366.[10]chmidt R. Multiple emitter location and signal parameter estimation. Proc. RADC Spectrum Estimation Workshop Record, Griffths, AFB, NY: 1979, 243-258.[11]Roy R, Paulraj A, Kailath T.IEEE Trans. on ASSP, 1986, ASSP-34(5): 1340-1342.[12]Matausek M R, Stankovic S S. IEEE Trans. on ASSP, 1983, ASSP-31(6): 1456-1463.[13]Dragosevic M V, Stankovic S S. IEEE Trans. on ASSP, 1989, ASSP-37(6):805-819.[14]Sherman P J, Frazho A E. High resolution spectral estimation of sinusoids in colored noise using a modified Pisarenko decomposition. Proc. 1CASSP-86, Tokyo, Japan: 1986, 181-184.[15]Satorius E H, Alexander S T. High resolution spectral analysis of sinusoids in correlated noise. Proc. ICASSP-78, 1978, 349-351.[16]Chatterjee C, Kashyap R L, Boray G. IEEE Trans. on ASSP, 1987, ASSP-35(3): 328-337.[17]Satorius E H, Zeidler J R. Geophysics, 1978, 43(10): 1111-1118.[18]Nehorai A H, Morf M. IEEE Trans. on ASSP, 1982, ASSP-30(6): 353-362.[19]Swami A, Mendel J M. Cumulant-based approach to the harmonic retrieval problem. Proc.ICASSP-88, New York, USA: 1988, 2264-2267.[20]Ferrari A, Alengrin G. Estimation of the frequencies of a complex sinusoida noisy signal using[21]fourth order statistics. Proc. ICASSP-91, Toronto, Canada: 1991, 3457-3460.[22]Papadopolos C K, Nikias C L. IEEE Trans. on ASSP, 1990, ASSP-38(8): 1424-1436.[23]Swami A, Mendel J M. IEEE Trans. on SP, 1991, SP-39(5): 1099-1109.[24]Shin D C, Mendel J M. Assessment of cumulant-based approaches to harmonic retrieval. Proe. ICASSP-92, San Francisco, USA: 1992, V-205-V-209.[25]Rao S S, Vaidyanathan C. Estimating the number of sinusoids in non-Gaussian noise using cumulants. Proc. ICASSP-91, Toronto, Canada: 1991, 3469-3472.[26]梁应敞,王树勋,戴逸松.电子学报,1994,22(4): 6-12.[27]Giannakis G B, Mendel J M. IEEE Trans. on SP, 1990, SP-38(8): 1411-1423.[28]梁应敞,王树勋,戴逸松.电子学报,1995,23(4): 111-114.[29]Zhang X D, Liang Y C, Li Y D. IEEE Trans. on IT, 1994, IT-40(4): 1220-1226.[30]Liang Y C, Zhang X D, Li Y D. A unified prefiltering-based approach to harmonic retrieval in non-Gaussian ARMA noise, Proc. ICASSP-95 Detroit, USA: 1995.[31]梁应敞,戴逸松,王树勋.电子科学学刊,1994,16(6): 561-568.[32]Zhang X D, Liang Y C. IEEE Trans. on SP, 1995, SP-43(1): 349-353.[33]梁应敞.非最小相位信号建模及谐波恢复的高阶统计量法研究:[博士论文].长春:吉林工业大学,1993.10.[34]Liang Y C, Zhang X D, Li Y D. A novel prefiltering based ESPRIT to Harmonic retrieval in mixed Gaussian and non-Gaussian Noises, IEEE Trans. on SP, accepted for publication.[35]Liang Y C, Zhang X D, Li Y D. A hybrid approach to time Series analysis and spectral estimation. Proc. 1995 American Control Conference, Seattle, USA: 1995.[36]Lii K S, Tsou T H. J. Time Series Analysis, 1992, 13(5): 391-409.[37]Sadler B, Giannakis G B. Detection in colored non-Gaussian noise using cumulants. Prec. ICASSP-93, Minnepolis MN: 1993, 204-207.
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