Carmichael Numbers

Description:Tests whether an integer n qualifies as a Carmichael number based on the Korselt’s Criterion: 1. n is a positive, composite integer. That is, n can be factored into a multiplication of prime numbers. 2. n is square-free. 3. For each prime factor p dividing n (not 1 or n), the following is true: (p-1) divides (n-1) evenly (without fraction).
Author:Eddie W. Shore:
There are other authors.
Downloaded file size:3,111 bytes
Size on calculator:1-2 KB
User rating:Not yet rated (you must be logged in to vote)
Primary category:Math
File date:2020-05-03 22:05:04
Creation date:2020-04-24
Source code:Included
Download count:687
Version history:2020-05-03: Updated (no version number specified)
2016-08-04: Added to site
Archive contents:
  Length      Date    Time    Name
---------  ---------- -----   ----
     1036  2016-08-04 22:25   Carmichael.hpprgm
     5671  2020-05-03 22:04   carmichael.html
     1650  2020-05-03 22:03   IsCARMI.hpprgm
---------                     -------
     8357                     3 files
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