Yeah so I took a well-deserved break from baby-math, because a) I’m a n00b anyway, and b) I wasn’t in the mood for math. It’s not too interesting.
So the real symmetry is not between positive and negative ‘numbers’ (whatever they are), but between 0-1 and 1-infinity, and negative numbers just are a normal result of that.
Which in a way is logical of course as the number systems are only defined by 0,1 and base n. Then with n being a non-prime there are actually a bunch of problems that are not so hard to see if someone points them out for ya 😛
All right what was next again.
I kinda forgot what I wanted to write down. I wasn’t a lot, that I remember. But let’s just do some logical stuff then: I was thinking about this a little while ago. If 0 can be a limit, and obviously often is, then maybe infinity can be a limit in some cases, the example here being this h(x) = √x when going to y-infinity.
But maybe it’s bullocks. Or maybe a bit of both. Then secondly you can’t divide by zero, for many reasons but I guess geometrically it’s somewhat similar to infinity, that is, there are more types of 0, which seems ludicrous in the case of 0.
Yeah I forgot what I wanted to write down. Well, that’s what blogs are for. Sometimes you got something decent;
and sometimes it’s just trash.
This post belongs to the 2nd category. Have a good day everyone!