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Christoph Thiele: L^p theory for outer measures and applications

Christoph Thiele, Universität Bonn

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Time: Wed 2013-09-25 15.15 - 17.00

Location: Room FD5, Roslagstullsbacken 21, Albanova

Schedule

14:15-15:00: Precolloquium for PhD and master students by Andreas Minne (Room FD5)
15:15-16:15: Colloquium lecture by Christoph Thiele (Room FD5)
16:15-17:00: Coffee and SMC social get-together.

Abstract (Colloquium)

We develop an Lp theory for outer measures which differs from classical examples in that it replaces the outer measure of the set where a given function exceeds a given threshold by a more general quantity. The theory gives an alternative description of some well known themes such as Carleson embedding theorems and paraproduct estimates. It is also behind time-frequency-analysis as orginated in Carleson's proof of a.e. convergence of Fourier series and can be used to prove bounds for the bilinear Hilbert transform. This is joint work with Yen Do. 

Title Date
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Bernd Sturmfels: The Euclidean Distance Degree Oct 09, 2013
Christoph Thiele: L^p theory for outer measures and applications Sep 25, 2013
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Günther Uhlmann: Cloaking: Science Meets Science Fiction Apr 24, 2013
Anatoliy Fomenko: Topological classification of Hamiltonian equations with symmetries. Application to physics and mechanics Feb 27, 2013
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