DocumentCode :
2619298
Title :
Empirical determination of the frequencies of an almost periodic sequence
Author :
Dehay, D. ; Hurd, H.L.
Author_Institution :
IRMAR, Rennes Univ., France
fYear :
1996
fDate :
24-26 Jun 1996
Firstpage :
420
Lastpage :
423
Abstract :
This note is concerned with the problem of determination of the countable set Λ={λ1, λ2, ...} of frequencies belonging to an almost periodic sequence by methods in which a finite number of frequencies {λ1(n), λ2(n), ..., L(Kn)(n)}=Λn are produced at each stage n. We seek algorithms for which Λn converges to Λ but yet each Λn is not too big
Keywords :
convergence; estimation theory; frequency estimation; sequences; spectral analysis; algorithms; almost periodic sequence; convergence; empirical determination; frequencies countable set; Argon; Artificial intelligence; Convergence; Fourier series; Frequency; Kernel; Stochastic processes; Sufficient conditions;
fLanguage :
English
Publisher :
ieee
Conference_Titel :
Statistical Signal and Array Processing, 1996. Proceedings., 8th IEEE Signal Processing Workshop on (Cat. No.96TB10004
Conference_Location :
Corfu
Print_ISBN :
0-8186-7576-4
Type :
conf
DOI :
10.1109/SSAP.1996.534905
Filename :
534905
Link To Document :
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