Originally posted by AstnerI'm going to steal this. You've left no water mark or proof that you made it, so I'm definitely going to steal it and say it's my work. Aha. Ah hahahaa. AHHHH HAAHAHAHAHAHAHAHAHAHAAAA-
I just learned that there are three categories of infinity.There's the hyperreal infinities--represented by hyperreal numbers inaccessible in the continuum of real numbers--then there are the potential infinities--specified by asymptotic- or eternal growth--and then there are the actual infinities--predefined infinities, specified by transfinite numbers.
Of course the amount of different actual infinities can further by Zermelo–Fraenkel's axioms be proven to be infinite themselves. As in the power set of any infinite set is greater than the infinite set.
Note that this is my proof and you're not allowed to use it without my permission. There are variants of it one of which is presented in Cantorian Set Theory And The Limitation Of Size.
And since infinity is a elementary concept in my fiction that will have an impact.