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Evolutionary and variable step size strategies for multichannel filtered-x affine projection algorithms.

, , , and . IET Signal Process., 7 (6): 471-476 (2013)

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Assessment of stability of distributed FxLMS active noise control systems., , , , and . Signal Process., (2023)Affine Projection Algorithm Over Acoustic Sensor Networks for Active Noise Control., , , and . IEEE ACM Trans. Audio Speech Lang. Process., (2021)Remote Microphone Technique for Active Noise Control Over Distributed Networks., , , and . IEEE ACM Trans. Audio Speech Lang. Process., (2023)Distributed Affine Projection Algorithm Over Acoustically Coupled Sensor Networks., , , and . IEEE Trans. Signal Process., 65 (24): 6423-6434 (2017)Steady-state performance of multichannel affine projection algorithms for active noise control., , , and . EUSIPCO, page 1-5. IEEE, (2008)Mean square analysis of a fast filtered-x affine projection algorithm., , , and . ICASSP, page 349-352. IEEE, (2008)Perceptual Active Equalization of Multi-frequency Noise., , , , and . SIGMAP, page 39-47. SCITEPRESS, (2021)Steady-State Mean Square Performance of the Multichannel Filtered-X Affine Projection Algorithm., , , and . IEEE Trans. Signal Process., 60 (6): 2771-2785 (2012)Convex Combination Filtered-X Algorithms for Active Noise Control Systems., , , and . IEEE Trans. Speech Audio Process., 21 (1): 154-165 (2013)Fast Filtered-X Affine Projection Algorithm with Efficient Computation of Coefficient Update., , , and . ICASSP (5), page 285-288. IEEE, (2006)