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Re: Postdoctoral position in PDE at the University of Kansas Applications are welcome for the PhD program in Pure and Applied Mathematics at the UniversitÃ di Milano Bicocca, Italy. Deadline for application is October
Oct 10, 2013#500
Postdoctoral position in PDE at the University of Kansas Colleagues, I wanted to bring your attention to our recent add for a postdoctoral position in PDE at the University of Kansas:
Oct 9, 2013#499
hi! http://www.eliasdesigns.com/components/com_media/google.php?ujrrmdbgqq892vuojq.html meet_shravan shravan kumar *********** God is love... Love is blind... Ray
Jun 11, 2013#498
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A question on Harmonic analysis posted on MO site Hi, have a look at this question posted by me on MO.
May 27, 2013#497
Positions in Melbourne from Arun Ram aram@... I'd like to call your attention to the first of a number of expected continuing positions in Pure Mathematics at University
May 27, 2013#496
Inconsistent countable set in ZFC+\omega -model http://ru.scribd.com/doc/117651182/Inconsistent-Countable-Set
Dec 31, 2012#495
Re: Special Functions, Partial Differential Equations and Harmonic A Hola Wilfredo, Gracias! Parece que va a estar muy bien. Yo voy a finales de Octubre a buscar a mi mama así que no voy a poder viajar en noviembre....
Sep 14, 2012#494
Special Functions, Partial Differential Equations and Harmonic Analy Dear friends, We are organizing the conference "Special Functions, Partial Differential Equations and Harmonic Analysis, a conference in honor of Calixto P.
Sep 13, 2012#493
Re: The dense subspace of H^p The atoms are in it, so by the atomic representation of $H^p$, it follows. Atanas Stefanov, Ph.D. Department of Mathematics University of Kansas Lawrence, KS
Sep 10, 2012#492
The dense subspace of H^p Hi everyone. I know this problem may be too trivial to you but I was confused by it for a long time. We know there is a result which claims that the
Sep 10, 2012#491
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
Apr 10, 2012#490
Re: convolutions of restrictions of functions My initial guess is those functions(f*g restricted to H and f restrict * g restrict) would differ by a compactly supported function in G.Hence their fourier
Jun 13, 2011#489
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
Apr 13, 2011#488
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
Mar 28, 2011#487
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
Mar 28, 2011#486
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Inhomogenous Cauchy Riemann equation Hello, I am stock with the following problem, I hope it is well known, therefore I ask you... Using a Cauchy formula it is possible to find a function u : D
Mar 28, 2011#485
anisotropic modulation spaces I am trying to define anisotropic modulation spaces because a professor give a lecture about an operator which can be generalized if we have anisotropic
Mar 28, 2011#484
operators versus groups Hello all, Harmonic analysis is not my specialty so please forgive me if my questions are naive. Years ago I studied quantum algorithms and understood them by
Feb 2, 2011#483
Re: Singular values? The same inequality holds good in a normed linear space, in the case of approximation numbers also. It simply depends on the fact that the sum of two finite
Jan 22, 2011#482
Re: Singular values? ... There is a rather surprisingly large literature on generalizations of the concept of singular values to operators on Banach spaces. Here are a couple of
Jan 20, 2011#481
Singular values? Dear all, I'm dealing with a problem and I would be very thankful if someone could help me. The following inequality is well known for singular values of a
Jan 20, 2011#480
a problem with harmonic functions. Dear all, I'm stock on a problem and I would be very thankful if someone had an idea. I believe I reduced the problem to a basic one, so anyone can get it.
Jan 12, 2011#479
Re: call for applications: SMS 2011 - Metric Measure Spaces: Geometr Hi, My apologies to those who were not able to open the attachment. Since the accents do not go over well in the text, I'm now attaching the announcement as a
Nov 29, 2010#478
Re: call for applications: SMS 2011 - Metric Measure Spaces: Geometr I am unable to open the attachment. Please send me again. Thanks, Sanjiv Dr. Sanjiv Kumar Gupta Department of Mathematics and Statistics Sultan Qaboos
Nov 29, 2010#477
call for applications: SMS 2011 - Metric Measure Spaces: Geometric a Hi, Please find attached an announcement for a summer school to be held in Montreal in 2011, which may be of interest to members of the group. Best regards,
Nov 29, 2010#476
Lie algebra of a semidirect product of Lie groups? If a Lie group G is the semidirect product of Lie groups K and H can we express the Lie algebra g in terms of the Lie algebras k and h?
Nov 27, 2010#475
Re: Tenure-track position at the University of Kansas Good that you sent ti to the yahoo group. ... **************************************************** Rodolfo H. Torres Department of Mathematics University of
Nov 9, 2010#474
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Tenure-track position at the University of Kansas Colleagues, I wanted to draw your attention to our faculty opening in Fourier Analysis and/or PDE/dynamical systems for AY 2011-2012.
Nov 9, 2010#473
CRM-ISM Postdoctoral Fellowships 2011-2012 CRM-ISM POSTDOCTORAL FELLOWSHIPS 2011-2012 The Centre de recherches mathématiques (CRM) and the Institut des sciences mathématiques (ISM) invite applications
Sep 20, 2010#472
Assistant Professor Position at GSU Dear Colleagues, I would like to share the following job announcement at GSU. Please feel free to contact our school or myself if you are of interest. Best
Aug 30, 2010#471
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