Repetition of the last digits of a tetration of generic base

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Repetition of the last digits of a tetration of generic base

Luknik Offline

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Posts: 8
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Joined: Oct 2021

10/18/2021, 09:09 AM

Thank you James! I'll try to reduce those giant expressions \( \mod p^{n} \) , you're right, it is a pretty good idea in order to understand what's going on for all primes. Maybe it'll be useful to understand the \( \mod 10^{n} \) case, although \( 10^{n} = 2^{n}\cdot 5^{n} \) .. so of course it is a more complicated case. It's very interesting to have properties of giant number, it's like "controlling the infinity". I really hope we can figure out a solution to this amazing problem! But at the moment we have only a conjecture, which is not bad at all! Have a good day everybody.
Regards, Luca.

Luca Onnis

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Repetition of the last digits of a tetration of generic base - by Luknik - 10/15/2021, 03:56 PM

RE: Repetition of the last digits of a tetration of generic base - by Daniel - 10/16/2021, 09:47 AM

RE: Repetition of the last digits of a tetration of generic base - by Luknik - 10/16/2021, 10:08 AM

RE: Repetition of the last digits of a tetration of generic base - by Daniel - 10/16/2021, 12:31 PM

RE: Repetition of the last digits of a tetration of generic base - by Luknik - 10/16/2021, 02:51 PM

RE: Repetition of the last digits of a tetration of generic base - by Daniel - 10/16/2021, 12:40 PM

RE: Repetition of the last digits of a tetration of generic base - by JmsNxn - 10/18/2021, 07:06 AM

RE: Repetition of the last digits of a tetration of generic base - by Luknik - 10/18/2021, 09:09 AM

RE: Repetition of the last digits of a tetration of generic base - by MphLee - 10/24/2021, 12:49 PM

RE: Repetition of the last digits of a tetration of generic base - by Luknik - 10/25/2021, 05:39 PM

RE: Repetition of the last digits of a tetration of generic base - by tommy1729 - 10/26/2021, 10:02 PM

RE: Repetition of the last digits of a tetration of generic base - by marcokrt - 12/16/2021, 12:17 AM

RE: Repetition of the last digits of a tetration of generic base - by marcokrt - 12/16/2021, 12:26 AM

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