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# Difference between revisions of "Woodall prime"

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==See also== | ==See also== | ||

*original [[Gen. Woodall prime 2|Woodall primes]] list | *original [[Gen. Woodall prime 2|Woodall primes]] list | ||

+ | *[[Gen. Woodall prime table|Table]] with all availabe bases | ||

==External links== | ==External links== |

## Revision as of 12:57, 29 April 2019

## Contents

## Definitions

A **Woodall prime** is a Woodall number (`n`•2^{n}-1), which is prime.

A **"Generalized Woodall prime"** could be defined as a Woodall prime with a general base *b* > 2, so of the form `n`•`b`^{n}-1.
The restriction of *n*+2 > *b* should then be claimed, otherwise every prime could be called a "Generalized Woodall prime".

## Note

For a complete list in this Wiki the primes of the forms `n`•`b`^{n}-1 are given with *b* ≥ 2, *n* ≥ 1 and listed as "Gen. Woodall primes".

## See also

- original Woodall primes list
- Table with all availabe bases