Adaptive discrete cosine transform
S.J. Bukowinski, Lester A. Gerhardt, M.P. Fargues, G. Coutu
Abstract
S.J. Bukowinski, Lester A. Gerhardt, M.P. Fargues, G. Coutu
Abstract
The theory and performance of the adaptive discrete cosine transform filter is examined. The discrete cosine transform filter is a realization of an FIR filter as the cascade of an all-zero FIR filter with a bank of IIR digital resonators. Each bank has a single magnitude and a single phase. The result of such a realization is that each coefficient can be directly identified with an amplitude or a phase of the transfer function at a particular frequency when run as an adaptive filter. The update method examined is the LMS algorithm, with the coefficients being adapted as the magnitudes and phases at a full range of frequencies.
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The theory and performance of the adaptive discrete cosine transform filter is examined. The discrete cosine transform filter is a realization of an FIR filter as the cascade of an all-zero FIR filter with a bank of IIR digital resonators. Each bank has a single magnitude and a single phase. The result of such a realization is that each coefficient can be directly identified with an amplitude or a phase of the transfer function at a particular frequency when run as an adaptive filter. The update method examined is the LMS algorithm, with the coefficients being adapted as the magnitudes and phases at a full range of frequencies.
Key concepts: Adaptive filter, Infinite impulse response, Raised-cosine filter, Control theory (sociology), Mathematics, Digital filter, Finite impulse response, Filter (signal processing)