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A specific value of the Ackermann function

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A specific value of the Ackermann function
martin Offline
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#5
10/20/2008, 07:13 PM
While we're on the topic of large numbers, has anyone ever computed the last few digits of the Moser? I only know it ends in ...56.
Is it correct that 2(triangle) = "Zelda" ends in ...42656?

Not that I really need to know it, I'm just curious.

@ tetrator: Why do you specifically want to know that number? Any background story?

Thanks.
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Messages In This Thread
large numbers - by bo198214 - 10/19/2008, 11:56 AM
RE: large numbers - by Finitist - 10/26/2008, 06:49 PM
RE: A specific value of the Ackermann function - by martin - 10/20/2008, 07:13 PM

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