#frequencyplot

2024-12-19

I have a measure of #irrationality, cranked my ratpak up to 1024 digits here are sqrt(2) sqrt(sqrt(2)) (sqrt(sqrt(sqrt(2))) note each nesting produces a less spiky #frequencyplot in other words sqrt(2) is closer to an undoing (^2) than the others, so yeah now I can search for constants we don't know how to write algebraically.

FFT of sqrt(2)FFT plot of sqrt(sqrt(2)FFT plot of sqrt(sqrt(sqrt(2)))

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