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Convolutions over residue classes of quadratic integers.

, and . IEEE Trans. Inf. Theory, 22 (4): 468-475 (1976)

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Correction to 'Convolutions over Residue Classes of Quadratic Integers'., and . IEEE Trans. Inf. Theory, 23 (4): 544-545 (1977)A new VLSI complex integer multiplier which uses a quadratic-polynomial residue system with fermat numbers., , , , and . IEEE Trans. Acoust. Speech Signal Process., 35 (7): 1076-1079 (1987)VLSI residue multiplier modulo a Fermat number., , , , and . IEEE Symposium on Computer Arithmetic, page 203-206. IEEE, (1985)A Comparison of VLSI Architecture of Finite Field Multipliers Using Dual, Normal, or Standard Bases., , , and . IEEE Trans. Computers, 37 (6): 735-739 (1988)A Fast Algorithm to Determine Normal Polynomial over Finite Fields., , , and . IMECS, page 1341-1344. Newswood Limited, (2007)The VLSI design of a sub-band coder., and . ICASSP, page 790-793. IEEE, (1984)Algebraic decoding of (79, 40, 15) quadratic residue code using inverse-free Berlekamp-Massey algorithm., , , , , and . ITW, page 238-244. IEEE, (2003)On the decoding of the (24, 12, 8) Golay code., , , and . Inf. Sci., 180 (23): 4729-4736 (2010)Modified algebraic decoding of the (89, 45, 17) binary quadratic residue code., , , and . PIMRC, page 1824-1828. IEEE, (2009)Fast Decoding of the (47, 24, 11) Quadratic Residue Code Without Determining the Unknown Syndromes., , , , and . IEEE Commun. Lett., 19 (8): 1279-1282 (2015)