REFERENCES
- CH Knapp and GC Carter. The generalized correlation method for estimation of time delay. IEEE Trans. ASSP-24, 4, 1976; 320–327.
- GC Carter. Coherence Estimation, Scientific and Engineering Studies—Naval underwater System Centre, Newport Laboratory, New London, Connecticut.
- L Enochson & RK Otnes Applied time series analysis, Vol. 1, Wiley & Sons Inc. 1978. pp 304.
- JC Hassab & RE. Boucher. Optimum estimation of time delay by a generalized correlator. IEEE Trans. ASSP-27, 4, 1979; 373–380.
- HJ Blinchikoff & AI Zverev. Filtering in the time and frequency domain, J. Wiley & Sons Inc. 1976. 304–307.
- K Scarbrough, N Ahmed & GC Carter. On the simulation of a class of time delay estimation algorithms. IEEE Trans. ASSP-29, 3; 1981; 534–539.
- JC Hassab & RE Boucher. Performance of the generalized cross-correlator in the presence of a strong spectral peak in the signal. IEEE Trans. ASSP-29, 4, 1981; 549–554.
- BP Lathi. Signals, systems and communication, J. Wiley & Sons, Inc. 1965.
- GC Carter, AH Nuttal and PG Cable. The smoothed coherence transform. Proc. IEEE (Lett). 61,1C; 1973; 1497–1498.
- EO Brigham. The fast Fourier transform, Prentice-Hall Inc. Englewood Cliffs, New Jersey.
- PR Roth. Effective measurements using digital signal analysis. IEEE Spectrum 8, April 1971; 62–70.
- H Akaike & T Yamanouchi. On the statistical estimation of frequency response function. Ann. of Inst. Statist. Math. 14, 1936; 23–56.
- WJ Bangs. Array processing with generalized Beam-Formers, Thesis, Yale Uni., 1971.
- K Sivadasan. Time delay estimation, M Tech Thesis, Dept of Electronics & Communication Systems, University of Cochin, 1981.