DocumentCode
2951252
Title
Evolutionary Programming Techniques for Designing M-Channel Cosine Modulated Filter Banks
Author
Cruz-Roldán, Fernando ; Salcedo-Sanz, Sancho ; Portilla-Figueras, José Antonio ; Gimeno-Martínez, Nuria
Author_Institution
Escuela Polytech. de la Univ. de Alcala, Madrid
fYear
2007
fDate
3-5 Oct. 2007
Firstpage
1
Lastpage
6
Abstract
Recently, two Evolutionary Programming (EP) algorithms (Classical EP and Fast EP) have been proposed in order to design Finite Impulse Response digital filters. The proposed techniques can be used to design digital filters for a wide range of applications, such as data transmission, subband coding or narrowband interference detection. Here, we focus our attention on the design of nearly perfect reconstruction Cosine Modulated Filter Banks. The EP algorithms are used to determine the optimum values for the samples of the magnitude response Fourier transform, located in the transition band of the prototype filter. Thus, the technique is simplified by constraining most the Fourier transform magnitude of the prototype filter, leaving only a small number of values to be optimized. The analytical and simulation results show again that the designed system performance is extremely good.
Keywords
FIR filters; Fourier transforms; evolutionary computation; Fourier transform; M-channel cosine modulated filter banks; evolutionary programming techniques; finite impulse response digital filters; Algorithm design and analysis; Data communication; Digital filters; Filter bank; Fourier transforms; Genetic programming; Interference; Modulation coding; Narrowband; Prototypes; Evolutionary programming; channel bank filters; cosine modulated filter bank; filtering theory; nearly perfect reconstruction;
fLanguage
English
Publisher
ieee
Conference_Titel
Intelligent Signal Processing, 2007. WISP 2007. IEEE International Symposium on
Conference_Location
Alcala de Henares
Print_ISBN
978-1-4244-0829-0
Electronic_ISBN
978-1-4244-0830-6
Type
conf
DOI
10.1109/WISP.2007.4447503
Filename
4447503
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