A position of postdoctoral fellow or research fellow has been advertised in the Centre for Mathematics and its Applications at the Australian National...
The University of Luxembourg has the following vacancies: 1 post-doctoral position in mathematics (area: Non-commutative Harmonic Analysis; further information...
I hope I am not out of line as newbie in introducing myself. Just call me bodhi (bow-dee). i am a physicist who has formerly worked and taught theoretical,...
While reading the book Geometric Discrepancy I came across the proof by Bourgain of Furstenberg,Katznelson and Weiss Theorem regarding the un-avoidability of...
Dear Sir, Thanks for your kind reply and references. Indeed the paper you mentioned (Distance sets corresponding to convex bodies ) contains a detailed step by...
Prairie Analysis Seminar 2008 November 7-8, 2008. University of Kansas, Lawrence Principal Lecturer: Eric Sawyer Invited Speakers: Xiaochun Li and Carlos Perez...
Rodolfo Torres
torres@...
Jul 31, 2008 3:16 pm
386
I need the detailed restricted root space decomposition for classical compact symmetric spaces. Can anyone point to some reference where this may be given in...
Dear Colleague, We would like to bring to your attention a position of Assistant Professor in Mathematics at Georgia Southern University. The Department of...
... Prairie Analysis Seminar 2008 - Second Announcement A registration form for the conference is now available online. There is no registration fee, but all...
Rodolfo Torres
torres@...
Sep 10, 2008 7:25 pm
389
Does there exist a finite measure on (0,\infty) du(x) such that e^{-t}=\int_0^\infty e^{-x^2t^2-xt}du(x) for all t>0? I tried hard but can not find the answer....
... semigroup (T_s)_s. ... all t>0 ... I don't have time to do the careful calculations, but it seems the answer is no (at least if you assume the measure to...
Maria Roginskaya
maria@...
Sep 13, 2008 8:18 am
391
I would like to update the email address in the message Aug 26, 2008 concerning the Math Position at GSU. ...
dear memebers here there are questions 1-how we can prove that translation in L^1(G) is norm continuouse? 2- what is L_(P) multiplier theory do you have...
I have learned all these things from H.Reiter's book: <http://www.zentralblatt-math.org/zmath/en/advanced/?q=an:0165.15601&format= complete> Zbl 0165.15601 ...
Hans G. Feichtinger
hans.feichtinger@...
Sep 27, 2008 6:58 am
394
As Prof. Hans G. Feichtinger poinyed the proof for the first question is essentially working with continuous functions with compact support and then using the...
Dear members Thanks for your reply to my questions Here there are some questions Let G is a locally compact abelian group and à is duel group In book...
I want to spread the word about three positions at Trinity College. 1) The Harold L. Dorwart Visiting Assistant Professorship. The Harold L. Dorwart Visiting...
I would also like to spread the word about a possible tenure-track assistant professor position at Wayne State University. Areas are not specified. I encourage...
Guozhen Lu
gzlu@...
Oct 2, 2008 8:30 pm
398
Generally in representation theory it is in practice to consider the unitary representations of a locally compact group. For example look into the book on...
Dear members please help me with the proof of this theorem Let S be a semigroup such that $l^(s)$ is amenable. then $|E(S)|^(1/2)\leq AM(l^(s))$ if the...
Can you please state the theorem clearly!... ... From: raziye1361 <raziye1361@...> Subject: [harmonic] question To: harmonicanalysis@yahoogroups.com ...
Dear members Thanks for your reply to my questions Here there are some questions Let G is a locally compact abelian group and G^character group of G if G^...
I would think of the following argument: G is compact if and only if G^ is discrete (with its natural topology). If a group is countable it cannot be...
Hans G. Feichtinger
hans.feichtinger@...
Oct 14, 2008 2:32 pm
403
If I remember right, the contents of my previous mail regarding the relation between L1(G) and the character group G^ tells this for a locally compact abelian...
Dear members Thanks for your reply to my questions Here there are some questions. let A be a Banach algebra with bounded approximate identity and E Banach...
I suppose that it is clear from the definition of the quotient space E/M and the module action of A on E/M. Notice that A acts on E and this action is...
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