... Prairie Analysis Seminar 2008 - Second Announcement A registration form for the conference is now available online. There is no registration fee, but all...
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....
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Maria Roginskaya
maria@...
Sep 13, 2008 8:18 am
... 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...
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...
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Hans G. Feichtinger
hans.feichtinger@...
Sep 27, 2008 6:58 am
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 ...
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...
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Guozhen Lu
gzlu@...
Oct 2, 2008 8:30 pm
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...
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^...
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Hans G. Feichtinger
hans.feichtinger@...
Oct 14, 2008 2:32 pm
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...
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...
In the book " A Course in Functional Analysi" by J. B. Conway, 2nd ed., in the proof of Theorem 3.8, chapter VII, pages 175, 176, he has claimed that the set B...
Hi Fa Ha, What do you mean unusual? Here is how to see it: If the function f is in F (script F) then the range of the function is in the closed unit disk D of...
A conference in Analysis and its Applications is organized in January  2010 in Sultan Qaboos University, Muscat, Oman.  Dates : Sunday January 24  ...
Dear all, on May 14-15-16, 2009 it will take place at the "Dipartimento di Matematica e Applicazioni" of the "Universita' di Milano-Bicocca";, the workshop ...
Hi all, Suppose I have a known 3-D vector field $\hat{b}$, is it always possible to express another vector field(Let's call it A) which is perpendicular to...
Dear All, Let me ask a related question here: What are the characteristics/properties of a vector field that can be expressed as $\hat{b}\times\nabla\Phi$...
Dear SXSW, Are you aware of the Helmholtz theorem on general decompositions of vector fields into potentials that are curl free and divergence free (sometimes...
Dear all, I am looking for a participant to share a hotel-room for Fefferman's conference from May 4-8 th at Princeton. I booked one (nonsmoking) room at...
Dear All, I think I can put my original question in a cleaner, equivalent form: Given an arbitrary vector field in 3-D, $\vec{A}$, is it always possible to...
Dear members is there a rather elementary book on Navier-Stokes equation (e.i. fluid dynamics) within the framework of harmonic analysis? best regards, anthony...
