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by shiandow
878 days ago
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The techniques in this article would be considered common knowledge for any of the prerequisite classes you'd need to take to be able to follow a course on Higher order Fourier analysis. I wouldn't say they're unrelated, but if you want to know whether both uses of the phrase "higher order" have any relation then no. |
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I remember seeing in the Tao book a Fourier operator that looks something like the “integral” of exp(ik^2 x).. (or exp(ik x^2), haha)
As a followup, is it possible to ELI5 roughly what Tao meant by “higher-order”?