Strict divider

A strict Diviseur of a Entier naturalness N is a Entier naturalness Diviseur of N and distinct from N.

Properties

A strict divider of a strict divider of N is a strict divider of N .

Examples

  • By definition, a Entier naturalness is a Prime number if and only if it does not have any strict divider other that 1.

  • the strict dividers of a power of 2 is all the powers of 2 former. More precisely, the strict dividers of 2n are 1,2,4,…, 2n-1

Random links:1996 en literatura | Auxilia | The Ball of the vampires | Lotta Continued | Gilles Verlant | Noble Mike | Pont_de_Blyth