Linked is a proof written on the value of the Riemann Zeta function at 2 (aka the Basel Problem). My solution utilizes the Fourier transform and the strong form of L’Hopital’s rule, as well as hyperbolic trig identities, etc… While it is indeed a correct derivation, there are simpler solutions to the problem. This solution is interesting though. …i think.

Riemann Zeta (2)

Basel Problem, Poisson Summation Formula, Fourier Transform, L’Hopital’s rule, Taylor Series

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