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Disambiguation of "Oishi, Kunio"

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Overdetermined blind source separation using approximate joint diagonalization.

, , , and . MWSCAS, page 168-171. IEEE, (2017)

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Kunio Nojima

Kunio Hoshino

Kunio Kozu

 

Other publications of authors with the same name

An alternating least-squares algorithm for approximate joint diagonalization and its application to blind source separation., , and . ICASSP, page 2104-2108. IEEE, (2014)Recursive Construction of an Oblique Projector Based on the Gram-Schmidt Process and its Application to Synchronous DS/CDMA Communication System., , and . GCCE, page 252-256. IEEE, (2019)Performance of cepstrum-based deconvolution for DOA estimation in the presence of room reverberation., , and . GCCE, page 97-101. IEEE, (2014)Convolutive Blind Source Separation Using an Iterative Least-Squares Algorithm for Non-Orthogonal Approximate Joint Diagonalization., , and . IEEE ACM Trans. Audio Speech Lang. Process., 23 (12): 2434-2448 (2015)An Adaptation Rule for Approximate Oblique Projector and Its Application to Blind Adaptive Detector in DS/CDMA Communication., , and . ISPACS, page 284-288. IEEE, (2018)Approximate joint diagonalization with well-conditioned diagonalizer for overdetermined convolutive blind audio source separation., and . GCCE, page 913-917. IEEE, (2023)An approach to convolutive backward-model blind source separation based on joint diagonalization., , and . EUSIPCO, page 579-583. IEEE, (2012)An alternating least-squares algorithm for approximate joint diagonalization of Hermitian matrices., and . Digit. Signal Process., (2022)A Robust Alternate Least Squares Algorithm for Approximate Joint Diagonalization in Overdetermined Blind Source Separation., and . GCCE, page 969-973. IEEE, (2021)Synchronous DS/CDMA of recursive oblique projectors using the Gram-Schmidt process., , and . GCCE, page 1-5. IEEE, (2017)