Cyclostationarity: half a century of research
Signal Processing
Bibliography on cyclostationarity
Signal Processing
Causal Wiener filter banks for periodically correlated time series
Signal Processing
Computational Intelligence and Neuroscience - Brain-Computer Interfaces: Towards Practical Implementations and Potential Applications
On bounds of shift variance in two-channel multirate filter banks
IEEE Transactions on Signal Processing
Performance of sigma-delta quantizations in finite frames
IEEE Transactions on Information Theory
Optimization Design of Biorthogonal Wavelet Filter Banks for Extending JPEG 2000 Standard Part-2
Journal of Signal Processing Systems
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This paper proposes a design method of optimal biorthogonal FIR filter banks that minimize the time-averaged mean squared error (TAMSE) when the high-frequency subband signal is dropped. To study filter banks from a statistical point of view, cyclostationary spectral analysis is used since the output of the filter bank for a wide-sense stationary input is cyclostationary. First, the cyclic spectral density of the output signal is derived, and an expression for the TAMSE is presented. Then, optimal filter banks are given by minimizing the TAMSE with respect to the coefficients of the filters under the biorthogonality condition. By imposing the additional constraints on the coefficients, the optimal biorthogonal linear phase filter bank can be obtained