ROSSER'S THEOREM

In number theory, 'Rosser's theorem' was proved by J. Barkley Rosser in 1938. Its statement follows.
Let ''P''_''n'' be the ''n''th prime number. Then for ''n'' > 1
:''P''_''n'' > ''n'' ln ''n''.

Contents

See also

References

External link

See also

★ Prime number theorem

References

★ Rosser, J. B. "The ''n''th Prime is Greater than ''n'' ln ''n''". ''Proceedings of the London Mathematical Society'' 45, 21-44, 1938.

External link

★ Rosser's theorem article on Wolfram Mathworld.