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saturated-numbers

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3bfe6d9dc1aeca1a71117c9a8244430ce998eadd

Added Python file.

mmjdv committed 4 years ago
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08b52aef224ca6b6ba4144f08f5d777c098c8569

Updated README

mmjdv committed 4 years ago
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2c4f97059d5ab82ad2d277d64c5d47351b2e4f49

Initial commit

mmjdv committed 4 years ago

README

The README file for this repository.

saturated-numbers

A saturated number is a number n such that for all primes p, p divides n if and only if p - 1 divides n.

The single Python file in this repository lists all saturated numbers up to some cutoff, set by default to 1e1000.

The code skips verifying that 619458 does not divide a saturated number below the cutoff, since it takes up the vast majority of the computation time. This was verified (by me) up to a cutoff of 1e1000. If you wish to search up to a larger cutoff, or verify that no such number exists yourself, initialize the variable exceeded_bases to the empty list.