[seqfan] Re: slowest-growing "accelerating" sequence
Jon Wild
wild at music.mcgill.ca
Fri Sep 13 18:07:23 CEST 2013
On Fri, 13 Sep 2013, Jon Wild wrote:
> By the way I also have the corresponding sequence using exponentiation
> instead of multiplication/division between successive terms--I'll submit
> that one too. Of course it grows even more quickly.
Actually, Don are you able to provide some additional terms again? I make
the beginning of the exponential/logarithmic version as follows (it has to
start with 2 for obvious reasons):
2, 3, 6, 21, 244, 54335, 89261547898 ...
--Jon
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