Characterizing the radar ambiguity functions. - Louis Auslander; Richard Tolimieri (IEEE Trans. Inf. Theory, 1984)

Computing the ambiguity surface. - Richard Tolimieri; Shmuel Winograd (IEEE Trans. Acoust. Speech Signal Process., 1985)

Computing decimated finite cross-ambiguity functions. - Louis Auslander; Richard Tolimieri (IEEE Trans. Acoust. Speech Signal Process., 1988)

Extension of Winograd multiplicative algorithm to transform size N=p2q and its implementation. - Chao Lu; Richard Tolimieri (ICASSP, 1989)

The group theoretic approach to image representation. - Izidor Gertner; Richard Tolimieri (J. Vis. Commun. Image Represent., 1990)

A fast algorithm for half-cyclic convolution. - Hongyi Liu; Richard Tolimieri (ICASSP, 1991)

The new algorithms for 2-dimensional FFT with prime size. - Hongyi Liu; Richard Tolimieri; Myoung An (ICASSP, 1991)

Variants of the Winograd multiplicative FFT algorithms and their implementation on IBM RS/6000. - Chao Lu; James W. Cooley; Richard Tolimieri (ICASSP, 1991)

Matrix representations of the multidimensional overlap and add technique. - John Granata; Richard Tolimieri (IEEE Trans. Circuits Syst. Video Technol., 1991)

The discrete Zak transform application to time-frequency analysis and synthesis of nonstationary signals. - Louis Auslander; Izidor Gertner; Richard Tolimieri (IEEE Trans. Signal Process., 1991)

New algorithms for the FFT computation of symmetric and translational complex conjugate sequences. - Chao Lu; Richard Tolimieri (ICASSP, 1992)

Characterization of Weyl-Heisenberg frames via Poisson summation relationships. - Richard Tolimieri; Richard S. Orr (ICASSP, 1992)

The tensor product: a mathematical programming language for FFTs and other fast DSP operations. - John Granata; Michael Conner; Richard Tolimieri (IEEE Signal Process. Mag., 1992)

Recursive fast algorithm and the role of the tensor product. - John Granata; Michael Conner; Richard Tolimieri (IEEE Trans. Signal Process., 1992)

A hybrid parallel M-D FFT algorithm without interprocessor communication. - Chao Lu; Myoung An; Zhongshan Qian; Richard Tolimieri (ICASSP (3), 1993)

FFT algorithms for prime transform sizes and their implementations on VAX, IBM3090VF, and IBM RS/6000. - Chao Lu; James W. Cooley; Richard Tolimieri (IEEE Trans. Signal Process., 1993)

Special Purpose Hardware for Discrete Fourier Transform Implementation. - Michael Conner; Richard Tolimieri (Parallel Comput., 1994)

Self-sorting in-place FFT algorithm with minimum working space. - Zhongshan Qian; Chao Lu; Myoung An; Richard Tolimieri (IEEE Trans. Signal Process., 1994)

Comparison of 2-D FFT implementations on the Intel Paragon massively parallel supercomputer. - Myoung An; Nagesh Anupindi; Michail Bletsas; George Kechriotis; Chao Lu; Elias S. Manolakos; Richard Tolimieri (ICASSP, 1995)

Multiplicative Zak Transform. - Izidor Gertner; Richard Tolimieri (J. Vis. Commun. Image Represent., 1995)

A new approach for computing multidimensional DFT's on parallel machines and its implementation on the iPSC/860 hypercube. - George Kechriotis; Myoung An; Michail Bletsas; Richard Tolimieri; Elias S. Manolakos (IEEE Trans. Signal Process., 1995)

Algebra of multidimensional multirate structures. - Richard Tolimieri; Myoung An (Int. J. Imaging Syst. Technol., 1996)

Time-frequency representations. - Richard Tolimieri; Myoung An (Birkhäuser, 1997)

Extrapolation of band-limited signals and the finite Zak transform. - Andrzej K. Brodzik; Richard Tolimieri (Signal Process., 2000)

Under-sampled Weyl-Heisenberg expansions via orthogonal projections in Zak space. - Anthony Joseph; Andrzej K. Brodzik; Richard Tolimieri (Signal Process., 2001)

Bat Chirps With Good Properties: Zak Space Construction of Perfect Polyphase Sequences. - Andrzej K. Brodzik; Richard Tolimieri (IEEE Trans. Inf. Theory, 2009)

Fourier and Zak transforms of multiplicative characters. - Andrzej K. Brodzik; Richard Tolimieri (CoRR, 2021)

M-Ary Character-Based Sequences of Length pq With Low Autocorrelation. - Andrzej K. Brodzik; Richard Tolimieri (IEEE Trans. Inf. Theory, 2022)