Abandoned

[Cat275]

Abandoned

 

[Greatsage13th]

Following

 

[Mr._Undetected]

Following

 

[Galaxi789]

I can't go deep in details right now due to how busy and lazy i am, but in set theory we have something called.

ℵΩ which is denoted as aleph omega in words.

Then we have something called ε which is used to limit Ω when a necessary amount of Ω's are formed using the method transfinite induction.

Then we can also use this beautifull ordinal (Ω) in alephs which would be a infinite aleph sequence but after that we can literally make a newer bigger infinite sequence (reference used here is a understatement btw) which would create.

ℵΩ^Ω

Then again and again we can do this and make newer and bigger sequence with no bounds.

(This is simple math so i think most if not all people already know this.)

And so theoretically we can create
ℵε to ℵε^ε and even bigger.
(You can't obtain this number by just this continuous sequence though, just to clarify.)

I just assumed this because we use Ω
(This is more known as ω) in alephs, this is still 1a+ by the current standards of the wiki but i would like someone to break this down to me more detailedly and if this or something simillar actually exist.
(Or can exist.)

(Sorry if i am unable to explain this more thoroughly and in a more detailed manner since im quite busy relaxing and being lazy, but it's not like i need to, im quite literally the one asking here and not the one answering.

might need to point and clarify some things out later for the sake of context and other reasons whatnot.)

the invitation sucked and no longer works

 

[Cat275]

the invitation sucked and no longer works

Elaborate?

Edit:How tf did you get lost here?

 

[Galaxi789]

Elaborate?

Edit:How tf did you get lost here?

I was wrong, it was from another conversation

 

[Galaxi789]

I can't go deep in details right now due to how busy and lazy i am, but in set theory we have something called.

ℵΩ which is denoted as aleph omega in words.

Then we have something called ε which is used to limit Ω when a necessary amount of Ω's are formed using the method transfinite induction.

Then we can also use this beautifull ordinal (Ω) in alephs which would be a infinite aleph sequence but after that we can literally make a newer bigger infinite sequence (reference used here is a understatement btw) which would create.

ℵΩ^Ω

Then again and again we can do this and make newer and bigger sequence with no bounds.

(This is simple math so i think most if not all people already know this.)

And so theoretically we can create
ℵε to ℵε^ε and even bigger.
(You can't obtain this number by just this continuous sequence though, just to clarify.)

I just assumed this because we use Ω
(This is more known as ω) in alephs, this is still 1a+ by the current standards of the wiki but i would like someone to break this down to me more detailedly and if this or something simillar actually exist.
(Or can exist.)

(Sorry if i am unable to explain this more thoroughly and in a more detailed manner since im quite busy relaxing and being lazy, but it's not like i need to, im quite literally the one asking here and not the one answering.

might need to point and clarify some things out later for the sake of context and other reasons whatnot.)

a question of which verse is the information you put

 

[Cat275]

I was wrong, it was from another conversation

So bassically you got lost, correct?

a question of which verse is the information you put

Are you asking for the verse? Elaborate a little more please.

 

[Galaxi789]

Así que básicamente te perdiste, ¿correcto?

¿Estás pidiendo el verso? Elabora un poco más por favor.

if i got lost i was wondering what verse it is from or where i came from

 

[Cat275]

if i got lost i was wondering what verse it is from or where i came from

So your asking for the verse, correct?

 

[Galaxi789]

So your asking for the verse, correct?

Yes

 

[Cat275]

Yes

Alright, this is not from a verse sorry.

This is just some questions of mine in alephs since we can break down aleph omega and make it even bigger.

 

[WanderingGecko]

I wanna know too, following.

 

[Guardian_Doge]

So you want to know if hierarchies of Epsilon numbers can exist here as definable tiering, and if/are there verses with a similarly described structure?