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By truncating the Fourier transform, Pólya managed to prove that the Xi function on the critical line was approximately

$\xi(1/2+is) = (2\pi)^2 ( K_{9/4+is/2}( 2\pi) +K_{9/4-is/2}( 2\pi))$

If this approximation is valid, why is it not considered that Pólya solved RH??

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    @Gerry, what happened is that Michael Hardy (silently) corrected some typos in the post. You may see the successive versions of a post by clicking on the link on the right of the mention *edited* which is on the left of the name of the asker at the bottom of the post.2011-10-22

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