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Linear phase cosine modulated maximally decimated filter banks with perfect reconstruction
- Source :
- ISCAS
- Publication Year :
- 1995
- Publisher :
- Institute of Electrical and Electronics Engineers (IEEE), 1995.
-
Abstract
- We propose a novel way to design maximally decimated FIR cosine modulated filter banks, in which each analysis and synthesis filter has a linear phase. The system can be designed to have either the approximate reconstruction property (pseudo-QMF system) or perfect reconstruction property (PR system). In the PR case, the system is a paraunitary filter bank. As in earlier work on cosine modulated systems, all the analysis filters come from an FIR prototype filter. However, unlike in any of the previous designs, all but two of the analysis filters have a total bandwidth of 2/spl pi//M rather than /spl pi//M (where 2M is the number of channels in our notation). A simple interpretation is possible in terms of the complex (hypothetical) analytic signal corresponding to each bandpass subband. The coding gain of the new system is comparable with that of a traditional M-channel system (rather than a 2M-channel system). This is primarily because there are typically two bandpass filters with the same passband support. Correspondingly, the cost of the system (in terms of complexity of implementation) is also comparable with that of an M-channel system. We also demonstrate that very good attenuation characteristics can be obtained with the new system.
- Subjects :
- Engineering
Finite impulse response
business.industry
Bandwidth (signal processing)
Filter bank
Coding gain
Band-pass filter
Control theory
Filter (video)
Signal Processing
Prototype filter
Electrical and Electronic Engineering
business
Digital filter
Passband
Algorithm
Caltech Library Services
Linear phase
Root-raised-cosine filter
Mathematics
Subjects
Details
- ISSN :
- 1053587X
- Volume :
- 43
- Database :
- OpenAIRE
- Journal :
- IEEE Transactions on Signal Processing
- Accession number :
- edsair.doi.dedup.....89b2a78daf366010044abd68ad4d6649