Digital Signal Processing Reference
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[CAS 88] CASTANIÉ F., LAMBERT-NEBOUT C., “A fast and parallel algorithm to solve
the Vandermonde system in Prony modeling”, Proc. of EUSIPCO 88, Grenoble,
p. 571-574, September 1988.
[COO 90] COOKEY M., TRUSSELL H., WON I., “Seismic deconvolution by multi-pulse
methods”, IEEE Trans. Acoust., Speech, Signal Processing, vol. 38, no. 1, p. 156-159,
January 1990.
[FAR 80] FARGETTON H., GENDRIN R., J.L. L., “Adaptive methods for spectral analysis
of time varying signals”, Proc. of EUSIPCO 80, Lausanne, Switzerland, p. 777-792,
September 1980.
[FLA 93] FLANDRIN P., Temps-fréquence, Signal processing series, Hermès, 1993.
[GAS 88] GASMI F., SlTBON S., CASTANIÉ F., “Multi-pulse excitation modeling applied
to EMG signals”, Proc. EUSIPCO 88, p. 1271-1274 May 1988.
[GAS 93] GASMI F., La modélisation multi-impulsionnelle, PhD Thesis, INP Toulouse,
1993.
[GRE 81a] GRENIER Y., “Estimation de spectres rationnels non-stationnaires”, Proc. of
GRETSI 1981, Nice, France, p. 185-192, 1981.
[GRE 81b] GRENIER Y., “Rational non-stationary spectra and their estimation”, 1st ASSP
Workshop on Spectral Estimation, Hamilton, Ontario, p. 6.8.1-6.8.8., 1981.
[GRE 86] GRENIER Y., “Modèles ARMA à coefficients dépendant du temps: estimateurs et
applications”, Traitement du Signal, vol. 3, no. 4, p. 219-233, 1986.
[GUE 86] GUEGUEN C., MOREAU N., “Determining MA models as salvos of pulses”,
Proc. of ICASSP 86 , p. 12.4.1-12.4.4., 1986.
[HAM 88] HAMIDI R., BOUCHER J., J.L. B., “Combined used of homomorphic filtering
and multi-pulse modeling for the deconvolution of seismic reflection signals”, Proc. of
EUSIPCO 88, p. 975-978, 1988.
[HAY 90] HAYKIN S., Adaptive Filter Theory, Prentice Hall, 1990.
[HLA 05] HLAWATSCH R., AUGER R., OVARLEZ J.-P., Temps-fréquence: concepts et
outils, IC2 series, Hermès Sciences, Paris, 2005.
[KAM 88] KAMEN E., “The poles and zeros of a linear time-varying system”, Linear
Algebra and its Application, vol. 98, p. 263-289, 1988.
[LAC 00] LACAZE B., Processus aléatoires pour les communications numériques, Hermès,
Paris, 2000.
[LAM 88] LAMBERT-NEBOUT C., CASTANIÉ R., “An adaptive Prony algorithm”, Proc.
of EUSIPCO 88, p. 403-406, September 1988.
[LIP 75] LlPORACE L., “Linear estimation of non-stationary signals”, Journal of Acoust.
Soc. Amer, vol. 58, no. 6, p. 1288-1295, 1975.
[LOY 68] LOYNES R., “On the concept of the spectrum for non-stationary processes”,
Journal of the Royal Statist. Soc, Series B, vol. 30, no. 1, p. 1-30, 1968.
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