How are the Downstreamers Boundless?

[Kowalski]

What does R mean

Just to throw the gist in, basic spatial coordinates system functions under 3 fundamental spatial axis, (x,y,z) for instance. In which any extent of coordinate operations will all be assign under them, whether it's real coordinate space, geometric transformation, linear function or even our own movement. When it comes to fiction, such thing is not strictly concern, due to the fact that fictional work is independent. Therefore means that with or without concrete mathematical formalism, everything can be formed.

In mathematics, we resemble a dimension 1 with notation R (real line) to express all possible unique coordinate points that's conceivable by tuple, which has the quantity of set of all real numbers or being aleph-1 sized (as if a point in space-time can be define by decimals, being "natural line" with just aleph-0 quantity wouldn't make sense). Each point on the line is corresponded to dimension 0, or well known as a location. The line reserves reality, thus everything describable by shape and size would operates under its influence. To put it simply, 1-dimensional space is equated to R, and higher dimension is just a multiplication of lower dimension subsets— R^3 = (RxRxR) implies 3-dimensional space or a multiplication of uncountably infinite 0-D to 1-D, 2-D to 3-D for a glance. Now, aleph-2 sized space would mathematically exceeds standard geometric space constructs, since multiplying the lines wouldn't ever reach the quantity of aleph-2; likewise, composing it together as mathematical model of space-time wouldn't make it nearly aleph-2 either. In short term, a line formed with uncountably infinite points (0-D).

 

[TheDivineHost]

there is a relation between r and Euclidean distance, it's something like r = de/√(1+de²) where de is Euclidean distance in Euclidean space

 

[Makoto500]

( scaling them to V = ultimate L would make 10x more sense but alr)

V=Ultimate L is a combination of the still wip Ultimate L + Von Neumann universe, in which I'm pretty sure is meant to abide to the idea of the continuum hypothesis being true and break down the axiom of infinity or atleast force the existence of many axioms of the greater zfc, Ultimate L is clearly still on progress but at the moment it's meant to be the Large cardinal version of L.

(The Normal L was meant to be the constructable universe an axiom that compose of a hierarchy of real numbers while the Ultimate L is meant to be the Large cardinal axiomatic version of it in which constructing and creating such thing was meant to be impossible but it seems that the idea of super compact is helping on constructing the large cardinal hierarchy and making a clear idea of a axiom that compose all of it completely... But bassically it now seems to be possible rather than impossible.

This is basically the nutshell but here is link if you want more info and a more detailed explanation:

https://www.quantamagazine.org/to-settle-infinity-question-a-new-law-of-mathematics-20131126/)

But yeah I'm asking how this is more accurate since afaik downstreamers are woodin cardinal level amount of universes at best.
(Which is below even the most ordinary super compact cardinal and yeah I'm of course talking about before the downgrade)

Btw if your asking me why I wrote down a whole essay for one question... idk as well.

Edit:Also I hope bumping a 2 month old dead thread is fine since if not I humbly apologize I was just genuinely curious that's all.

 

[Livinmeme]

Oh damn cat has come