harmonicanalysis : Harmonic Analysis

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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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Postdoctoral and Non Tenure-Track Positions at Beijing Normal Univer Postdoctoral and Non Tenure-Track Positions at Beijing Normal University A number of positions are available for recent Ph.D recipients at the School of Posted - Tue Apr 10, 2012 10:21 pm	HAA BNU haabnu Offline Send Email
Re: convolutions of restrictions of functions My initial guess is those functions(fg restricted to H and f restrict g restrict) would differ by a compactly supported function in G.Hence their fourier Posted - Tue Jun 14, 2011 4:41 am	opticsabru Offline Send Email
Re: convolutions of restrictions of functions Thanks for the answer. Reiter's book, which was mentioned by Mr. Shravan Kumar, relates a few properties of an integrable function on a locally compact Posted - Wed Apr 13, 2011 4:06 pm	lakshanyamath Offline Send Email
Re: convolutions of restrictions of functions It is better to read Reiter's book on "Classical harmonic analysis and locally compact groups" which contains details on this. Shravan ... From: lakshanyamath Posted - Tue Mar 29, 2011 5:07 am	shravan kumar meet_shravan Offline Send Email
convolutions of restrictions of functions It would be very helpful for me if anyone could explain the following: Let G be a locally compact abelian group and H, a closed subgroup of G. Let f,g be Posted - Mon Mar 28, 2011 5:23 pm	lakshanyamath Offline Send Email
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