Large Cantor sets as nonLebesgue sets of Fourier transforms
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If you have a question about this talk, please contact Gian Maria Dall'Ara.
We will prove the main theorem of the last Analysis
Seminar. This will involve a delicate Cantor set and discrete measures
whose Fourier transforms approximate the Fourier transform of an
interval in a suitably strong L^p sense.
This talk is part of the Analysis Reading Seminar 2019/2020 series.
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