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Second Prairie Analysis
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Bus Transportation in Lawrence
First Prairie Analysis Seminar |
Talks and AbstractsDaniel Tataru (slides of the talks)1. Nonlinear wave equations and wave parametricesThe aim of this talk is to provide an introduction for the local theory for nonlinear wave equation. Also we describe some of the tools for the parametrix constructions for linear wave equations, and their use in the study of nonlinear waves.
2. Sharp local well-posedness for nonlinear wave equations Camil MuscaluMultilinear singular integralsWe will review some results of the "modern" theory of multilinear singular integrals (and their maximal "Carleson type" analogues), as they have been developed over the last few years. Most of the theorems we are going to present, have been obtained in collaboration with Terence Tao and Christoph Thiele.
Wilhelm Schlag (slides of the talk)On the Hardy-Littlewood majorant problem for random setsHardy and Littlewood observed that L^p norms of functions on the circle obey a certain monotonicity property with respect to the Fourier coefficients provided that p is an even integer. If p>2 is not an even integer, then it is known that this property will fail. The question arises whether it remains correct for trigonometric polynomials in some quantitative form depending on the degree. We will present recent Work with Gerd Mockenhaupt on this question.
Contributed Talks
Organizers:Estela A. Gavosto, KUMarianne Korten, KSU Charles Moore, KSU Rodolfo H. Torres, KU |
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