Infinity

Connections List
 * Cosmological
 * Infinity Paradoxes
 * Trademark argument
 * God rock bigger lift?

Scope
 * Infinity and related ideas

Topics Types of infinity A-0) Really large numbers, like Grahms number. A-1) Large but noninfinite mathematcial ideas B-3) Without end. No matter how much you see of it, there's more. Potential infinity. B-4) Transfinite ordinal - I think these are pure math not corresponding to reality B-5) Powersets, P - higher orders of potential infinity B-6) Uncountable, unlistable - another higher order of potential infinity C-6) Infinity C-7) Layers of infinity
 * Types of infinity
 * Caveats
 * Other things like infinity
 * Discussion
 * Sources
 * Some may be the same thing as each other.
 * This list may not be in order of magnitude, but probably is.
 * ai) Sufficiently large. I can find an x sufficiently large to make 1/x meet your tolerance specifications for 0.
 * aii) x>>y. A is sufficiently larger than b that we can basically assume y/x = 0.
 * b) Limits. As x approaches infinity 1/x approaches 0. Calculus
 * The number of whole numbers, fractions, supertask
 * Aleph-Null (N0) - aleph-null is the first hebrew letter
 * Countable (listable) sets
 * Zeno paradoxes
 * a) 1st=omega. If forced to label aleph-0 items in order, then Aleph-Null + 1 = w. Then w+1.
 * b) If three sets of aleph-null then use 2w I guess.
 * c) We can go to w^w--> aleph-0 times = e0.
 * d) e0, do math with it up to e0^e0, infinite symbol layering
 * e) w1=N1.
 * f) Repeat to Nw, Nw^2, etc. We are only limited by notation. Replacement goes forever.
 * g) Theta, cardinal inaccessible by counting beforehand
 * All combinations of the items in the set
 * Layers of powersets each make bigger infinities
 * It is unknown whether P(N0) > N1, only that P(N1)>N1
 * decimals, roots, real numbers
 * It is unknown the relative magnitude of uncountable, real numbers
 * Actual infinity. Whereas 3, 5, and 6 create more objects via definitions and regard infinitely small objects, real infinities regard measureables.
 * The onion principle. Things like B-6 could be achieved if, for each measurable object in a truly infinite set, subparts of it were bigger than they should be.

Other concepts like infinity
 * Qualitative infinity (like perfection in Gods nature) - which we probably shouldn't call infinity
 * There are also maths with super small things denoted as e. 3e+4e=7e.
 * Other maths
 * Undefined*1/0 is undefined, there is no answer, nonlogical
 * Indeterminate*inf*0 is indeterminate, there can be any answer

DISCUSSION In number theory, infinity is not a number. It can be added to itself and remain the same. It disobeys normal mathematical laws, and is not a number. Nature obeys the laws of mathematics, so nothing that is infinite can exist within nature. It must be outside, which means it is unnatural, or in other words, supernatural.

Some claim that the universe is infinite, and in reply to the natural impossibility of infinity, might say that no one object in the universe is infinite, but the number of objects is infinite. In this case I would point out that then the object: universe, is infinite, and so the universe is supernatural. If that fails, I would like to have them talk with a mathematician. If that fails also, I would then give the implications of an infinite universe in either time, spatial, or material dimensions.

Sources
 * https://www.youtube.com/watch?v=SrU9YDoXE88