Hey guys. So what do you math guys think about the implications of high N density in the neighborhood of infinity, such that is suggests all numbers in the neighborhood are the same and prime?
Also on reals there are two neighbor hoods the positivities and negatives. Which is cool because signage is it's own dimension and that's awesome.
Also I've come to understand complex numbers as relating to negative length, meaning it points in a way that is abbreviate to reality. Or I like to say it points "away."
I've been working on some stuff with space, and I've been defining neighborhood of infinity on.
Though I was originally only working with natural numbers and negative naturals, or unnatural. As well as N*C X N graphs as well as it's unnatural inclusion.
I've also been thinking about the J set a lot. What are your thoughts on the J set? Also honorary known as the Hitomi set or the O"J" Cosby murder rape set.
Also a*x = x where x =/= 0. pretty cool right? I'm pretty sure the number in the neighborhood of infinity acts this way.