Stochastic approximation with correlated data (Ph.D. Thesis abstr.). - David C. Farden (IEEE Trans. Inf. Theory, 1975)

The Solution of a Special Set of Hermitian Toeplitz Linear Equations. - David C. Farden (ACM Trans. Math. Softw., 1977)

On the "Desired behavior" of adaptive signal processing algorithms. - David C. Farden; Justin Goding Jr.; Khalid Sayood (ICASSP, 1979)

Tracking properties of adaptive signal processing algorithms. - David C. Farden; Khalid Sayood (ICASSP, 1980)

Bounds on tracking errors for adaptive signal processing algorithms. - David C. Farden; Mark W. Smith (ICASSP, 1981)

Thinning the impulse response of FIR digital filters. - Mark W. Smith; David C. Farden (ICASSP, 1981)

A microprogrammed signal processor. - Robert H. Sperry; David C. Farden (ICASSP, 1981)

Stochastic approximation with correlated data. - David C. Farden (IEEE Trans. Inf. Theory, 1981)

Statistical design of cascade finite wordlength FIR digital filters. - Mark W. Smith; David C. Farden (ICASSP, 1984)

A fast algorithm for the recursive design of linear phase filters. - David C. Farden; Jerome R. Bellegarda (ICASSP, 1987)

A bound on predictor misadjustment in ADPCM. - Khalid Sayood; David C. Farden (ICASSP, 1987)

Continuously adaptive linear predictive coding of speech. - Jerome R. Bellegarda; David C. Farden (ICASSP, 1988)

Time-varying modelling of arbitrary non-stationary signals. - Jerome R. Bellegarda; David C. Farden (ICASSP, 1988)

A general linear prediction approach to the complex split inversion algorithm. - Jerome R. Bellegarda; David C. Farden (IEEE Trans. Acoust. Speech Signal Process., 1989)

Sampling frequency of the electrocardiogram for spectral analysis of the heart rate variability. - Mario Merri; David C. Farden; Jack G. Mottley; Edward L. Titlebaum (IEEE Trans. Biomed. Eng., 1990)

A System Identification Approach to Estimating Complex Impedance spectra from Electrochemical noise Data. - Gerardo Miramontes de León; David C. Farden; Lyle E. McBride (Adv. Complex Syst., 2003)

A unified framework for the Sussman, Moyal, and Janssen formulas. - David C. Farden; Louis L. Scharf (IEEE Signal Process. Mag., 2006)

Basic Probability Theory for Biomedical Engineers - John D. Enderle; David C. Farden; Daniel J. Krause (Morgan & Claypool Publishers, 2006)

Intermediate Probability Theory for Biomedical Engineers - John D. Enderle; David C. Farden; Daniel J. Krause (Morgan & Claypool Publishers, 2006)

Advanced Probability Theory for Biomedical Engineers - John D. Enderle; David C. Farden; Daniel J. Krause (Morgan & Claypool Publishers, 2006)