Objects
Hogan, Jeffrey A., Lakey, Joseph D.. Springer; 2013. Letter to the editor: on the numerical evaluation of bandpass prolates.
Hogan, Jeffrey A., Lakey, Joseph D.. Institute of Electrical and Electronics Engineers (IEEE); 2017. Riesz bounds for prolate shifts.
Hogan, Jeffrey A., Lakey, Joseph D.. Institute of Electrical and Electronics Engineers (IEEE); 2017. Bandpass pseudo prolate shift frames and Riesz bases.
Hogan, Jeffrey A., Lakey, Joseph D.. Centre for Mathematics and its Applications; 2017. Sampling in Paley-Wiener spaces, uncertainty and the prolate spheroidal wavefunctions.
Hogan, Jeffrey A., Lakey, Joseph D.. Birkhäuser; 2008. Sampling and time-frequency localization of band-limited and multiband signals.
Lakey, Joseph, Hogan, Jeffrey A.. European Association for Signal Processing (EURASIP); 2013. Sampling aspects of approximately time-limited multiband and bandpass signals.
Hogan, Jeffrey A., Lakey, Joseph D.. Birkhaeuser Science; 2021. Spatio-spectral limiting on Boolean cubes.
Hogan, Jeffrey A., Lakey, Joseph D.. Springer; 2017. Frame properties of shifts of prolate and bandpass prolate functions.
Lakey, Joseph D., Hogan, Jeffrey A.. Taylor & Francis; 2012. On the numerical computation of certain eigenfunctions of time and multiband limiting.
Ghaffari, Hamed Baghal, Hogan, Jeffrey A., Lakey, Joseph D.. Institute of Electrical and Electronics Engineers (IEEE); 2019. A Clifford Construction of Multidimensional Prolate Spheroidal Wave Functions.
Hogan, Jeffrey A., Lakey, Joseph D.. Birkhauser; 2005. Time-frequency and time-scale methods: adaptive decompositions, uncertainty principles, and sampling.
Hogan, Jeffrey A., Lakey, Joseph D.. Springer; 2021. Spatio-spectral limiting on redundant cubes: a case study.
Hogan, Jeffrey A., Massopust, Peter. Academic Press; 2017. Quaternionic B-splines.
Hogan, Jeffrey A., Lakey, Joseph D.. Birkhäuser; 2012. Duration and bandwidth limiting: prolate functions, sampling, and applications.
Hogan, Jeffrey A., Lakey, Joseph D.. Birkhaeuser Science; 2016. Frame expansions of bandlimited signals using prolate spheroidal wave functions.
Hogan, Jeffrey A., Izu, Scott, Lakey, Joseph D.. Sampling Publishing; 2010. Sampling approximations for time- and bandlimiting.
Hogan, Jeffrey A., Lakey, Joseph D.. Institute of Electrical and Electronics Engineers (IEEE); 2019. Numerical computation of eigenspaces of spatio-spectral limiting on hypercubes.
Ghaffari, Hamed Baghal, Hogan, Jeffrey A., Lakey, Joseph D.. Birkhaeuser Science; 2022. Properties of Clifford-Legendre Polynomials.
Franklin, David, Hogan, Jeffrey A., Tam, Matthew. Institute of Electrical and Electronics Engineers (IEEE); 2019. Higher-dimensional wavelets and the Douglas-Rachford algorithm.
Hogan, Jeffrey A., Lakey, Joseph D.. Academic Press; 2015. Frame properties of shifts of prolate spheroidal wave functions.
Dizon, Neil D., Hogan, Jeffrey A., Lakey, Joseph D.. World Scientific Publishing; 2022. Optimization in the construction of cardinal and symmetric wavelets on the line.
Hogan, Jeffrey A., Lakey, Jospeh D.. Birkhaeuser Science; 2017. On the numerical evaluation of bandpass prolates II.
Dizon, Neil D., Hogan, Jeffrey A., Lakey, Joseph D.. Institute of Electrical and Electronics Engineers (IEEE); 2019. Optimization in the construction of nearly cardinal and nearly symmetric wavelets.
Hogan, Jeffrey A., Lakey, Joseph D.. Birkhaeuser Science; 2021. Spatio-spectral limiting on discrete tori: adjacency invariant spaces.
Dao, Minh N., Dizon, Neil D., Hogan, Jeffrey A., Tam, Matthew K.. Springer; 2021. Constraint Reduction Reformulations for Projection Algorithms with Applications to Wavelet Construction.
Hogan, Jeffrey A., Lakey, Joseph D.. Institute of Electrical and Electronics Engineers (IEEE); 2015. Wavelet frames generated by bandpass prolate functions.
Dizon, Neil D., Hogan, Jeffrey A., Lindstrom, Scott B.. ; 2022. Centering Projection Methods for Wavelet Feasibility Problems.
Hogan, Jeffrey A., Massopust, Peter R.. Birkhaeuser Science; 2019. Quaternionic fundamental cardinal splines: interpolation and sampling.
Hogan, Jeffrey A., Lakey, Joseph D.. Institute of Electrical and Electronics Engineers (IEEE); 2015. Prolate shift frames and their duals.
Hogan, Jeffrey A., Lakey, Joseph D.. Birkhaeuser Science; 2019. An analogue of Slepian vectors on boolean hypercubes.
Ghaffari, Hamed Baghal, Hogan, Jeffrey A., Lakey, Joseph D.. Institute of Electrical and Electronic Engineers (IEEE); 2023. New Properties of Clifford Prolate Spheroidal Wave Functions.
Hogan, Jeffrey A., Lakey, Joseph D.. Institute of Electrical and Electronics Engineers (IEEE); 2023. Pseudo Clifford Bandpass Prolates.
Hogan, Jeffrey A., Lakey, Joseph D.. MDPI AG; 2023. Spatio–Spectral Limiting on Replacements of Tori by Cubes.
Dizon, Neil D., Hogan, Jeffrey A., Lindstrom, Scott B.. Springer; 2022. Circumcentering Reflection Methods for Nonconvex Feasibility Problems.
Ghaffari, Hamed Baghal, Hogan, Jeffrey A., Lakey, Joseph D.. Birkhäuser; 2023. Clifford Prolate Spheroidal Wavefunctions and Associated Shift Frames.
Franklin, David, Hogan, Jeffrey A., Tam, Matthew K.. Academic Press; 2024. Non-separable multidimensional multiresolution wavelets: A Douglas-Rachford approach.