Let x(s) is given by C(s) = x(s)...

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Let x(s) is given by C(s) = x(s)<(1s). Prove that x(1/2 + it)x(1/2 - it) = 1, i.e., x(1/2 + it)| = 1. Hardy zeta function is defined by Z(t) = x(1/2+it)-1/25(1/2+it). = Prove that Z(t) is real for real values of t 0. Let x(s) is given by C(s) = x(s)<(1s). Prove that x(1/2 + it)x(1/2 - it) = 1, i.e., x(1/2 + it)| = 1. Hardy zeta function is defined by Z(t) = x(1/2+it)-1/25(1/2+it). = Prove that Z(t) is real for real values of t 0.

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