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A Carleson operator of Radon typePDE and Applied Math Seminar
|Speaker: ||Po Lam Yung, The Chinese University of Hong Kong|
|Location: ||1147 |
|Start time: ||Mon, May 4 2015, 4:10PM|
Must the Fourier series of an $L^2$ function converge pointwise almost everywhere? In the 1960's, Carleson answered this question in the affirmative, by studying a certain maximal operator that is now generally referred to as the Carleson operator. In this talk we will give a general survey of the Carleson operator, and then describe recent joint work with Lillian Pierce that introduces curved structure to the setting of Carleson operators.