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Paraunitary filter bank design via a polynomial singular-value decomposition., and . ICASSP (4), page 613-616. IEEE, (2005)Polynomial Eigenvalue Decomposition for Multichannel Broadband Signal Processing: A mathematical technique offering new insights and solutions., , , , , , and . IEEE Signal Process. Mag., 40 (7): 18-37 (November 2023)Novel reconfigurable hardware implementation of polynomial matrix/vector multiplications., and . FPT, page 243-247. IEEE, (2014)Relevance of polynomial matrix decompositions to broadband blind signal separation., , and . Signal Process., (2017)Sequential Matrix Diagonalization Algorithms for Polynomial EVD of Parahermitian Matrices., , and . IEEE Trans. Signal Process., 63 (1): 81-89 (2015)Application of the sequential matrix diagonalization algorithm to high-dimensional functional MRI data., and . Comput. Stat., 35 (2): 579-605 (2020)Novel Reconfigurable Hardware Architecture for Polynomial Matrix Multiplications., and . IEEE Trans. Very Large Scale Integr. Syst., 23 (3): 454-465 (2015)Analysis of Broadband GEVD-based Blind Source Separation., , and . ICASSP, page 8028-8032. IEEE, (2019)FPGA implementation of a second-order convolutive blind signal separation algorithm., and . SIU, page 1-4. IEEE, (2013)Paraunitary Oversampled Filter Bank Design for Channel Coding., , , , , and . EURASIP J. Adv. Signal Process., (2006)