Tone location by cyclotomic filters. - David Hertz; Robert P. Kurshan; David Malah; John T. Peoples (AT&T Tech. J., 1985)

Comments on "Sufficient conditions for stability of multidimensional discrete systems". - D. R. Reddy; R. Unbehauen; David Hertz; Ezra Zeheb (Proc. IEEE, 1985)

A generalization of Rudin's multivariable stability theorem. - David Hertz; Ezra Zeheb (IEEE Trans. Acoust. Speech Signal Process., 1985)

Stability invariance of discrete and continuous multidimensional systems under some variable tranformations. - David Hertz; Ezra Zeheb (IEEE Trans. Acoust. Speech Signal Process., 1985)

Time delay estimation by combining efficient algorithms and generalized cross-correlation methods. - David Hertz (IEEE Trans. Acoust. Speech Signal Process., 1986)

Root exclusion from complex polydomains and some of its applications. - David Hertz; Eliahu Ibrahim Jury; Ezra Zeheb (Autom., 1987)

Simplifications in multidimensional stability margin computations. - David Hertz; Ezra Zeheb (IEEE Trans. Acoust. Speech Signal Process., 1987)

Only additions algorithm for locating the frequency of a complex tone. - David Hertz (Signal Process., 1990)

Memory/speed tradeoffs for look-up table decoding of systematic linear block codes. - David Hertz; Yehuda Azenkot (IEEE Trans. Commun., 1990)

On a class of multilevel universal source coding schemes. - David Hertz; Yehuda Azenkot (IEEE Trans. Inf. Theory, 1990)

On fast multivariable bilinear and Hadamard transforms. - David Hertz (IEEE Trans. Signal Process., 1991)

Simple bounds on the extreme eigenvalues of Toeplitz matrices. - David Hertz (IEEE Trans. Inf. Theory, 1992)

On the extreme eigenvalues of Toeplitz and real Hankel interval matrices. - David Hertz (Multidimens. Syst. Signal Process., 1993)

Multiple frequencies and AR parameters estimation from one bit quantized signal via the EM algorithm. - Ilan Ziskind; David Hertz (IEEE Trans. Signal Process., 1993)

Maximum-likelihood localization of narrow-band autoregressive sources via the EM algorithm. - Ilan Ziskind; David Hertz (IEEE Trans. Signal Process., 1993)

On computing DFT of real N-point vector and IDFT of DFT-transformed real N-point vector via single DFT. - Shay Moshe; David Hertz (IEEE Signal Process. Lett., 1999)

Interval Analysis: Eigenvalue Bounds of Interval Matrices. - David Hertz (Encyclopedia of Optimization, 2009)