The harmonic representation of boolean functions such as XOR or AND has been studied in different course note lectures that can be found on Google.



What is the state of research on the representation of boolean functions using wavelets?

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    $\begingroup$ presumably there is a strong connection to Fourier analysis which is heavily researched eg by O'Donnell...? maybe some type of basic bridge thm? $\endgroup$ – vzn Aug 9 '14 at 16:29

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