From: Osher Doctorow osher@..., Sat. Feb. 16, 2002 10:29AM On http://www.superstringtheory/forum under various subcategories, I have been expressing...
Slow month this time... * Workshop in general relativity Stanford, Apr 1 - June 7 http://math.stanford.edu/wgr * 2nd WSEAS international conferences on...
One may add a PDE conference at Forge-les-eaux (France) the first week of June, see http://math.polytechnique.fr/coll-forges.html this used to be the...
Hi I am a recent PhD, in real analysis but not in harmonic analysis. I am looking for jobs now mainly of the teaching variety. I like research too but teaching...
Joe Nelson
joebobb6969@...
Mar 2, 2002 7:19 pm
71
Stanford Mathematics Department Commemorative Conference In Memory of David Gilbarg 1918-2001 Dear Friends and Colleagues, This is the second announcement of...
Try Rybkin, A.V. Duality of Lipschitz and Besov classes and the Stieltjes $B$-integral. (Russian, English) Math. Notes 53, No.1, 72-76 (1993); translation...
Eduard S. Belinsky
ebelinsky@...
Mar 13, 2002 6:21 pm
74
I think one could also find (a bit hidden) results of this type in several books of Hans Triebel on FUNCTION SPACES (since Lipschitz spaces are certain of the ...
Hans G. Feichtinger
hans.feichtinger@...
Mar 13, 2002 7:49 pm
75
Hello everyone, Can anyone point to me a complete reference on the problem of sparsification of Calderon-Zygmund operators in wavelet bases ? The reason I ask...
Department of Mathematics, Univ. of Crete, Greece New Position ... Our department has a new position Assistant Professor in Division Analysis with subject...
I happen to recall a paper (maybe not exactly the same question) entitled: Remark on the dual of some Lipschitz spaces by Bui Huy QUI, in Hiroshima...
Hans G. Feichtinger
hans.feichtinger@...
Mar 25, 2002 8:04 am
78
Dear all, 1) I am glad to announce that the TMR ``harmonic analysis'' will be replaced within the next days by the new European IHP network HARP (Harmonic...
Philippe Jaming
Philippe.Jaming@...
Mar 28, 2002 6:39 pm
79
Dear Colleague, I am glad to hear about this project. Bruno Torresani and myself have successfully started another network, called HASSIP: Harmonic analysis...
Hans G. Feichtinger
hans.feichtinger@...
Mar 29, 2002 7:32 am
80
Dear Philippe, I thought that the old programme still had life in it until August..... Tony....
Tony Carbery
carbery@...
Mar 29, 2002 12:14 pm
81
... sorry for the slightly wrong statement. This was just a birth announcement for the new IHP network, not the death announcement for the old TMR Network (du...
Philippe Jaming
Philippe.Jaming@...
Mar 29, 2002 1:11 pm
82
I just received an email concerning a CBMS lecture series by A. Volberg "Non homogeneous harmonic analysis." May 13-17, Univ of North Carolina, Chapel Hill ...
Michael Lacey
lacey@...
Apr 4, 2002 5:22 pm
83
From: Osher Doctorow osher@..., Fri. April 19, 2002 12:19PM In my recent contributions to http://www.superstringtheory.com/forum under various...
... Dear Osher, This forum is intended as a discussion of harmonic analysis and its related fields, including announcements of conferences, job openings, etc....
Hello everyone! Does anybody know about generalizations of Nehari's and Brown-Halmos' theorems about the norms of Hankel and Toeplitz operators in Hardy spaces...
Alexei Karlovich
akarlov@...
Apr 26, 2002 3:21 pm
87
Hey everyone! i just joined this group... :) was wondering if anyone can give me info/background on wavelets???... our thesis project will be using wavelets...
Most readers will probably be interested in my recent postings at http://www.superstringtheory.com/forum under the subcategory Forum and under subforums...
Dude, Even if you can't get published, don't spew it here. I guarantee no real mathematician will read something posted to all these groups and these postings...
Joe Nelson
joebobb6969@...
Apr 28, 2002 9:09 pm
91
Dear all, I have reluctantly decided to exercise my moderator privileges and remove Osher Doctorow from this newsgroup, based on repeated lengthy and off-topic...
Some conferences I found in the last two months: * Progress in Partial Differential Equations and Applications May 23-25, Washington State University ...
Hi, I have the following question, which I didn't investigate seriously (but someone on the list might have thought about it already ;-> ). When proving...
... Dear Fabrice, For the Schrodinger in 2D, the inhomogeneous estimate blows up with a constant similar to 1/(p-2); this is basically because there is no...
... My feeling is that since a blow up like 1/(p-2)^{1/2} would imply a lack of L_2(BMO) estimates, that any counterexample that is only for L_2(L_infty)...
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