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Showing 61-80 of 324 results
  1. Constructing Tight Gabor Frames Using CAZAC Sequences

    The construction of finite tight Gabor frames plays an important role in many applications. These applications include significant ones in signal and...

    Article 01 January 2017
  2. Stability and Robustness of RBF Interpolation

    This article considers how some methods of uniform and nonuni-form interpolation by translates of radial basis functions — focusing on the case of...

    Jean-Luc Bouchot, Keaton Hamm in Sampling Theory in Signal and Image Processing
    Article 01 January 2017
  3. Reconstruction from Periodic Nonstationary Sampling (PNS) without Resampling

    Periodic Nonuniform Samplings (PNS) are concatenations of periodic samplings of same periods but which are shifted. They allow to suppress aliasings,...

    Article 01 January 2017
  4. Sampling with Derivatives in the Bergman Space

    We characterize sets of sampling for Bergman space functions and their derivatives. In particular, we show that the methods used in the setting of...

    Jameson Cahill, Alexander Schuster in Sampling Theory in Signal and Image Processing
    Article 01 January 2017
  5. Graph Theoretic Uncertainty and Feasibility

    We expand upon a graph theoretic set of uncertainty principles with tight bounds for difference estimators acting simultaneously in the graph domain...

    Article 01 January 2016
  6. Strong Divergence of Approximation Processes in Banach Spaces

    In this paper we analyze the divergence behavior of linear approximation processes in general Banach spaces. If the approximation process is given by...

    Holger Boche, Ullrich J. Mönich, Ezra Tampubolon in Sampling Theory in Signal and Image Processing
    Article 01 January 2016
  7. Separation of Zeros, a Hermite Interpolation Based and a Frame Based Reconstruction Algorithms for Bandlimited Functions

    It is shown that if a non-zero function f B σ has infinitely many double zeros on the real axis, then there exists at least one pair of consecutive...

    A. Antony Selvan, R. Radha in Sampling Theory in Signal and Image Processing
    Article 01 January 2016
  8. Nonuniform Sampling, Reproducing Kernels, and the Associated Hilbert Spaces

    In a general context of positive definite kernels k , we develop tools and algorithms for sampling in reproducing kernel Hilbert space (RKHS). With...

    Palle Jorgensen, Feng Tian in Sampling Theory in Signal and Image Processing
    Article 01 January 2016
  9. Classical Sampling Series of Band Limited Functions: Oversampling and Non-existence

    Growth conditions are given on the samples f ( n ), n = 0 , ± 1, ± 2, , of an entire function f ( z ) of exponential type less than π that imply that the...

    B. A. Bailey, W. R. Madych in Sampling Theory in Signal and Image Processing
    Article 01 January 2016
  10. Evaluation of a Class of Quadratic Gauss Sums by Sampling a Continuous Chirp Signal

    The calculation of Discrete Fourier Transform (DFT) of a periodic discrete-time chirp ends in the evaluation of a quadratic Gauss sum. The...

    Reza Dianat, Farokh Marvasti in Sampling Theory in Signal and Image Processing
    Article 01 January 2016
  11. Frame Expansions of Bandlimited Signals Using Prolate Spheroidal Wave Functions

    We consider methods to compute duals of frames for Paley–Wiener spaces generated by shifts of certain prolate spheroidal wave functions. In...

    Jeffrey A. Hogan, Joseph D. Lakey in Sampling Theory in Signal and Image Processing
    Article 01 January 2016
  12. Krylov Subspace Methods in Dynamical Sampling

    Let B be an unknown linear evolution process on d 2 ( d ) driving an unknown initial state x and producing the states { B x, ℓ = 0,1 ,… } at...

    Akram Aldroubi, Ilya Krishtal in Sampling Theory in Signal and Image Processing
    Article 01 January 2016
  13. On the Dual Frame Induced by an Invertible Frame Multiplier

    Recently it has been established that given an invertible frame multiplier with semi-normalized symbol, a specific dual of any of the two involved...

    Diana T. Stoeva, Peter Balazs in Sampling Theory in Signal and Image Processing
    Article 01 January 2016
  14. Filters and Matrix Factorization

    We give a number of explicit matrix-algorithms for analysis/synthesis in multi-phase filtering; i.e., the operation on discrete-time signals which...

    Palle E. T. Jorgensen, Myung-Sin Song in Sampling Theory in Signal and Image Processing
    Article 01 September 2015
  15. Consistent Sampling for Multi Frame Generators with Distinct Sampling Rates

    We consider a general sampling and reconstruction process in the space L 2 (R). For any input signal f from L 2 (R), we take y ield the same generalized...

    Ki-reem Han, Kil Hyun Kwon, ... Jaekyu Lee in Sampling Theory in Signal and Image Processing
    Article 01 May 2015
  16. Multidimensional Signal Recovery in Discrete Evolution Systems via Spatiotemporal Trade Off

    The problem of recovering an evolving signal from a set of samples taken at different time instances, has been well-studied for one-variable signals...

    Roza Aceska, Armenak Petrosyan, Sui Tang in Sampling Theory in Signal and Image Processing
    Article 01 May 2015
  17. Design Tools for Random Sampling in Multistandard Radio Signal Processing

    This paper proposes new extensions to random sampling analytical formulations suitable for radio signal spectral analysis. A Fourier transform...

    Khaled Grati, Manel Ben-Romdhane, ... Patrick Loumeau in Sampling Theory in Signal and Image Processing
    Article 01 May 2015
  18. Converse Sampling and Interpolation

    The present note focuses on ideas of converse sampling and related ideas of interpolation. The presentation is in the setting of reproducing kernel...

    Article 01 May 2015
  19. Sampling Formulas for Groups of Operators in Banach Spaces

    We extend some results about sampling of entire functions of exponential type to Banach spaces. By using the generator D of a one-parameter group e tD ...

    Article 01 January 2015
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