# Messages List

502

### 3-year teaching postdoc at KU

The math department at KU is hiring a 3-year teaching postdoc. If you have students with strong interests in teaching, please encourage them to apply.
shao.shuanglin

Mar 13

#502
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### van der Corput lemma for oscillatory integrals

Dear all, I have a question about the van der Corput lemma for \int_a^b e^{I t \phi(x)} \psi(x) dx The version you find everywhere, e.g. on
Teschl Gerald

Mar 20, 2014

#501
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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
bianca.diblasio

Oct 10, 2013

#500Fetching Sponsored Content...

499

### 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:
Atanas Stefanov

Oct 9, 2013

#499
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### hi!

http://www.eliasdesigns.com/components/com_media/google.php?ujrrmdbgqq892vuojq.html meet_shravan shravan kumar *********** God is love... Love is blind... Ray
shravan kumar

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.
rajeshlearnstorock

May 27, 2013

#497
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### 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
Arun Ram

May 27, 2013

#496
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### Inconsistent countable set in ZFC+\omega -model

http://ru.scribd.com/doc/117651182/Inconsistent-Countable-Set
Jaykov Foukzon

Dec 31, 2012

#495
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### 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....
Cristina Pereyra

Sep 14, 2012

#494
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### 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.
wurbinar

Sep 13, 2012

#493
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### 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
Atanas Stefanov

Sep 10, 2012

#492
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### 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
hedanqing35@...

Sep 10, 2012

#491
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### 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
HAA BNU

Apr 10, 2012

#490
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### 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
opticsabru

Jun 13, 2011

#489
488

### 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
lakshanyamath

Apr 13, 2011

#488Fetching Sponsored Content...

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