# Unconditional Prime-Representing Functions, Following Mills

@article{Elsholtz2020UnconditionalPF, title={Unconditional Prime-Representing Functions, Following Mills}, author={C. Elsholtz}, journal={The American Mathematical Monthly}, year={2020}, volume={127}, pages={639 - 642} }

Abstract Mills proved that there exists a real constant A > 1 such that for all the values are prime numbers. No explicit value of A is known, but assuming the Riemann hypothesis one can choose Here we give a first unconditional variant: is prime, where can be computed to millions of digits. Similarly, is prime, with

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