harmonicanalysis at Yahoo! Groups

Re: Request for information on audio frequency analysis

heplaysjazz@... — Thu, 07 Jan 2010 18:56:22 GMT

I think I'm getting somewhere already but ... Wikipedia has an article on the Cooley?Tukey algorithm with some useful references to sample implementations

Re: Tenure-Track Position at Wayne State University

Hans Georg Feichtinger — Thu, 07 Jan 2010 18:54:14 GMT

I did something similar (by mistake) recently myself! Hans ... -- Hans G. Feichtinger NuHAG, Faculty of Mathematics University of Vienna Alserbachstr. 23, 1090

Re: Tenure-Track Position at Wayne State University

Ghassem Narimani — Thu, 07 Jan 2010 18:51:07 GMT

Yes you are right, thank you for the comment. Regards, Ghassem Narimani ... From: Hans Georg Feichtinger Subject: Re:

Request for information on audio frequency analysis

heplaysjazz@... — Thu, 07 Jan 2010 16:55:57 GMT

Hello, I wonder if you can point me in the right direction. I am looking for information on best practices for writing efficient FFT algorithm to analyse a

?? zu finden?

Hans G. Feichtinger — Tue, 05 Jan 2010 19:00:29 GMT

... Order of computation for finite discrete Gabor transforms. RS Orr

Re: Tenure-Track Position at Wayne State University

Jack Mack — Fri, 01 Jan 2010 01:16:40 GMT

What a mistake!! Keep your dignity and consult some senior people before. ... From: Ghassem Narimani Subject: Re: [harmonic] Tenure-Track

HOLEVO BUCH

Hans G. Feichtinger — Wed, 30 Dec 2009 17:02:32 GMT

Gibt es das in der Zentralbibl. PHYSIK? A.S. Holevo [ho82]

Re: Tenure-Track Position at Wayne State University

Hans Georg Feichtinger — Fri, 11 Dec 2009 05:54:33 GMT

Dear Ghassem You replied to the newsgroup and not to the original announcement, which you probably have to identify by searching for it (? AMS web page)? Hans

Re: Tenure-Track Position at Wayne State University

Ghassem Narimani — Thu, 10 Dec 2009 23:11:57 GMT

Dear Sir/Madam, I have a PhD in mathematics (harmonic analysis) and currently I am an assistant prof. of mathematics at University of Mohaghegh Ardabili in

Post Doc position

l_brandolini — Thu, 10 Dec 2009 23:11:30 GMT

This is to announce a three-year Post Doc position in Harmonic Analysis/Partial Differential Equations in Dalmine (Italy) starting from June 2010. If you know

maximal principle

王梦 — Wed, 02 Dec 2009 15:42:26 GMT

Dear all: I am wondering that if there is maximal principle for $W^{1,p}$ solution of elliptic equation for p

Tenure-Track Position at Wayne State University

Mathematics Conference WSU — Tue, 17 Nov 2009 17:37:45 GMT

This is to remind that the application deadline for the tenure-track assistant professor position at Wayne State is December 1, 2009. If you know anyone who

Re: continuity of operator norms

Josef Kirsch — Tue, 20 Oct 2009 22:15:52 GMT

Hi, maybe I am completely wrong, but one should be able to interpolate since it is bounded on L^{2-\delta}. So for a \varepsilon depending on \delta and the

Re: continuity of operator norms

ptgressman — Tue, 20 Oct 2009 19:43:02 GMT

David, By Riesz-Thorin, the logarithm of the operator norm is convex as a function of 1/p, which means it's continuous. Best, Philip

continuity of operator norms

mablung123 — Tue, 20 Oct 2009 18:50:37 GMT

I have a linear operator T that is bounded on L^p(w), 2-\epsilon < p < 2+ \epsilon, for a fixed weight w. I know that on L^2(w) the operator norm of T is less