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  1. Journal of Fourier Analysis and Applications
  2. Journal of Fourier Analysis and Applications : Volume 18
  3. Journal of Fourier Analysis and Applications : Volume 18, Issue 3, June 2012
  4. Note on a Result of Kerman and Weit
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Journal of Fourier Analysis and Applications : Volume 23
Journal of Fourier Analysis and Applications : Volume 22
Journal of Fourier Analysis and Applications : Volume 21
Journal of Fourier Analysis and Applications : Volume 20
Journal of Fourier Analysis and Applications : Volume 19
Journal of Fourier Analysis and Applications : Volume 18
Journal of Fourier Analysis and Applications : Volume 18, Issue 6, December 2012
Journal of Fourier Analysis and Applications : Volume 18, Issue 5, October 2012
Journal of Fourier Analysis and Applications : Volume 18, Issue 4, August 2012
Journal of Fourier Analysis and Applications : Volume 18, Issue 3, June 2012
Pointwise Convergence of the Calderón Reproducing Formula
Efficient Algorithms for the Discrete Gabor Transform with a Long Fir Window
Optimal Ambiguity Functions and Weil’s Exponential Sum Bound
Characterization of Piecewise-Smooth Surfaces Using the 3D Continuous Shearlet Transform
Hermite-Like Interpolating Refinable Function Vector and Its Application in Signal Recovering
On the Interplay of Regularity and Decay in Case of Radial Functions II. Homogeneous Spaces
Note on a Result of Kerman and Weit
Sets of Injectivity for Weighted Twisted Spherical Means and Support Theorems
Coherent States Quantization for Generalized Bargmann Spaces with Formulae for Their Attached Berezin Transforms in Terms of the Laplacian on ℂ N
Spectral Asymptotics Revisited
Journal of Fourier Analysis and Applications : Volume 18, Issue 2, April 2012
Journal of Fourier Analysis and Applications : Volume 18, Issue 1, February 2012
Journal of Fourier Analysis and Applications : Volume 17
Journal of Fourier Analysis and Applications : Volume 16
Journal of Fourier Analysis and Applications : Volume 15
Journal of Fourier Analysis and Applications : Volume 14
Journal of Fourier Analysis and Applications : Volume 13
Journal of Fourier Analysis and Applications : Volume 12
Journal of Fourier Analysis and Applications : Volume 11
Journal of Fourier Analysis and Applications : Volume 10
Journal of Fourier Analysis and Applications : Volume 9
Journal of Fourier Analysis and Applications : Volume 8
Journal of Fourier Analysis and Applications : Volume 7
Journal of Fourier Analysis and Applications : Volume 6
Journal of Fourier Analysis and Applications : Volume 5
Journal of Fourier Analysis and Applications : Volume 4
Journal of Fourier Analysis and Applications : Volume 3

Note on a Result of Kerman and Weit

Content Provider SpringerLink
Author Sarkar, Rudra P. Ray, Swagato K.
Copyright Year 2011
Abstract A result in Kerman and Weit (J. Fourier Anal. Appl. 16:786–790, 2010) states that a real valued continuous function f on the unit circle and its nonnegative integral powers can generate a dense translation invariant subspace in the space of all continuous functions on the unit circle if f has a unique maximum or a unique minimum. In this note we endeavour to show that this is quite a general phenomenon in harmonic analysis.
Ending Page 591
Page Count 9
Starting Page 583
File Format PDF
ISSN 10695869
e-ISSN 15315851
Journal Journal of Fourier Analysis and Applications
Issue Number 3
Volume Number 18
Language English
Publisher SP Birkhäuser Verlag Boston
Publisher Date 2011-12-29
Publisher Place Boston
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Symmetric spaces Abstract Harmonic Analysis SL(2,ℝ) Groups of polynomial growth Mathematical Methods in Physics Fourier Analysis Signal, Image and Speech Processing Analysis on real and complex Lie groups Approximations and Expansions Analysis on homogeneous spaces Wiener class Partial Differential Equations
Content Type Text
Subject Applied Mathematics Analysis
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