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Group Information

  • Members: 598
  • Category: Mathematics
  • Founded: Aug 27, 2001
  • Language: English
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Discussion of harmonic analysis and all related fields (wavelets, representation theory, PDE, Fourier series, etc.), including announcements of conferences, job openings, etc.

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This group is not for posting personal preprints, research announcements, or opinions, unless it is relevant to an ongoing discussion. This group is also not intended for promotion of any commercial product. Repeated abuse of posting privileges will result in removal of such privileges.

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dual space of the harmonic functions
Dear all, does there exist a characterization of the space of harmonic functions ? (To be clear, let us consider the Banach space of harmonic functions on the
Posted - Wed Jul 8, 2009 3:48 pm
 lakhmau
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A question on operators mapping L^p to L^q
Dear all, As you know, the linear bounded operators mapping L^p(R^N) to L^q(R^N) (that commute with translations) are given by a convolution of a tempered
Posted - Tue Jun 16, 2009 5:07 pm
 andredelaire
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Re: a multiplier operator on the n-torus
Thanks a lot.
Posted - Fri May 15, 2009 3:41 pm
 lakhmau
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Re: a multiplier operator on the n-torus
... I have an elementary proof of a similar result at the end of the paper: http://www.math.missouri.edu/~stephen/preprints/thin.html You may be able to adopt
Posted - Fri May 15, 2009 1:45 am
 Stephen Montgomery-Sm...
stephenmontg...
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Re: a multiplier operator on the n-torus
This reply assumes that you left out a square root: (1+|m|^2)^{(n/2-1)/2}. This operator may be expressed as convolution with a kernel k(x) which has a
Posted - Thu May 14, 2009 11:11 pm
 Philip Gressman
ptgressman
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