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Where can I read more about generalized Fourier Analysis?
I know about Fourier series on Hilbert Spaces, Fourier Transforms, and all that jazz for [math] L^2(\mathbb{R})[/math] functions, but I'd like to know how it works for more general spaces. I'm specifically interested in Fourier Analysis on the [math]d[/math]-dimensional torus [math]\mathbb{T}^d[/math].
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Tolstov my man. Read him in high school and he's stayed with me ever since. Plus it's a dover text so it's cheap
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>>9067661
This deals with Fourier analysis on the (discrete) torus as well?
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>>9067647
An Introduction to Abstract Harmonic Analysis Loomis
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>>9067745
Sounds interesting. I'm going to order this book man, thanks.
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>>9067754
it's free https://ia600309.us.archive.org/10/items/introductiontoab031610mbp/introductiontoab031610mbp.pdf
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>>9067777
I'm not piss poor like you so I can afford a book.
Thank you anyway.
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>>9067843
This is not me.
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