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Order of Magnitude of Fourier Coefficients for Almost Periodic Functions

We provide an introduction of some basic facts of uniformly almost periodic functions, such as Fourier series representations. A result is then proved about Fourier coefficients which is a generalization of the purely periodic case. We then provide an application of our estimate to the Riemann-Zeta Function.

preprint2015arXivOpen access
Alec TrainRohit JainWill Carlson
math.CA
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Open access3 authors1 topic
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Alec TrainRohit JainWill Carlson

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