Re: Recurring digits in tetration and the Ackermann function
- From: ol3@xxxxxxxxx (Oscar Lanzi III)
- Date: Sun, 25 Mar 2007 16:30:03 +0000 (UTC)
Another way to put this is to say that the tetration function converges
p-adically.
You might want to investigate what happens in base 10 with the series 6,
6^5, 6^5^5, etc.; and with 5, 5^2, 5^2^2, etc.
--OL
.
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- Recurring digits in tetration and the Ackermann function
- From: Daniel Geisler
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