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- From: sklar@picasso.ocis.temple.edu (Dave Sklar)
- Newsgroups: sci.math
- Subject: Prime Factor Numbers
- Message-ID: <1992Sep8.040307.6288@cronkite.ocis.temple.edu>
- Date: 8 Sep 92 04:03:07 GMT
- Sender: news@cronkite.ocis.temple.edu (NetWork News (readnews))
- Organization: Temple University
- Lines: 16
- X-Newsreader: Tin 1.1 PL5
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-
- Here's something I was thinking about. Take a number, n, and write
- down its prime factors [Excluding n and 1] from left to right, forming a new number. Repeat.
- When you get to a prime number, you end. Let's call the function
- d(n). So, d(1001)=71113, d(5)=d(2)=d(11)=[Define something here, say]0.
- Does every number eventually go to a prime, and then 0?
- What happens if you include the 1 and n? What happens if you write
- prime factors that occur more than once once for each time they occur
- instead of once for any number of times they appear? [d(20)=225 instead of
- d(20)=25]
-
- If anybody has any references, as well, I'd love to see them.
-
- Post or email.
-
- Dave
-