Explicit formulae for L-functions: Difference between revisions

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*''φ'' is a Fourier transform of ''F'':
:: <math>\varphi(t) = \int_{-\infty}^\infty F(x)e^{itx}\,dx</math>
*''&Phi;''(1/2 + ''it'') = ''&phi;''(''t'')
*''&Psi;''(''t'') = &minus;log(''&pi;'') + Re(''&psi;''(1/4 + ''it''/2)), where ''&psi;'' is the [[digamma function]] &Gamma;&prime;/&Gamma;.