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High-Precision Stochastic State-Space Digital Filters Based on Minimum Roundoff Noise Structure.

, , , , and . ISCAS, page 1-5. IEEE, (2018)

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A method for online secondary path modeling in active noise control systems., , and . ISCAS (1), page 264-267. IEEE, (2005)On L2-sensitivity of state-space digital filters under Gramian-preserving frequncy transformation., , and . APSIPA, page 1-5. IEEE, (2013)Statistical analysis of phase-only correlation functions between two signals with stochastic bivariate phase-spectra., , , and . APSIPA, page 1-4. IEEE, (2016)Effects of stochastic phase-spectrum differences on phase-only correlation functions: Part II: Statistically proportional phase spectrum differences to frequency indices., , , and . IC-NIDC, page 380-384. IEEE, (2012)High tuning accuracy design of variable IIR filters as a cascade of identical sub-filters., , and . ISCAS (4), page 3729-3732. IEEE, (2005)Gramian-Preserving Frequency Transformation for State-Space Digital Filters., , and . APCCAS, page 1220-1223. IEEE, (2006)Analytical synthesis of minimum L2-sensitivity realizations of all-pass digital filters., , and . ISCAS, page 729-732. IEEE, (2010)On the invariance of second-order modes under frequency transformation in 2-D separable denominator digital filters., and . ISCAS (5), page 777-780. IEEE, (2002)Realization of lattice-form separable-denominator 2D adaptive filters., , and . ISCAS, page 295-298. IEEE, (1993)State-space formulation of frequency transformation for 2-D digital filters., and . IEEE Signal Process. Lett., 11 (10): 784-787 (2004)