any computational analytic number theory book?

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Can anyone recommend an introduction computational analytic number theory book ? I am mainly interested in using computer software to verify and confirm analytic number theorem, things related: Dirichelt Series, trigonometric sums, Riemann Zeta, etc.

I know there are books on computational algebraic number theory, just wonder if there is similar books for analytic number theory.

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I don't know any book that's exactly what you want, but you might have a look at Peter Borwein's book, Computational Excursions in Analysis and Number Theory.