Yes I agree. Infinity is not a self-explaining term anymore!
I watched a video and was thinking about that in the following geometric progression the p-adic number ##p## itself
$$ p^0+p^1+p^2+p^\infty$$
always stands for ##-1##
because if you add ##1## to that number all ciphers clap over to...
Well if you watch it then you know what I'm talking about so it might be more difficult for you to understand then
I'd like to have people who dealt with the arithmetics of p-adic numbers because then it's more easy for me and for them more easier to follow my thoughts.
But I want to talk...
I want to talk about the arithemtics of p-adic numbers:
Check this video - introduces the stuff I want to talk about:
P-Adic Numbers - Interactions
Kind regards
Hello,
I'm new here and I'm looking to talk about p-adic numbers.
It's not a specific school problem .
I'm trying to expand p-adic numbers into something that I call "Infinity Numbers".
Is it possible here to discuss topics like that?
Kind regards