#aleph_0
china diz que vai retaliar trump em 2^{\aleph_0}%
presidente trump diz que vai taxar a china em infinitos por cento

presidente da china diz que vai taxar os eua em infinitos vezes infinito

trump diz que vai taxar a china em infinitos vezes infinitos mais 1

presidente da china diz que vai
April 9, 2025 at 5:54 PM
Aleph_0 wrongs don't make a right, but Aleph_1 wrongs do
May 10, 2025 at 12:21 PM
May 6, 2025 at 4:38 PM
Calor \Aleph_0
February 17, 2025 at 6:04 PM
aleph_0 is a number tho
December 5, 2024 at 1:43 AM
*2^{2^{\aleph_0}} is clearly what i meant. sorry
October 10, 2025 at 4:05 PM
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August 31, 2025 at 7:55 PM
@saegge.bsky.social magst du einen Thread über Aleph_0 machen? 😬😬😬
April 26, 2024 at 12:12 PM
"Sib To Sib"
Ft. Kurohebi & ALEPH_0 (my children!!!)
May 15, 2025 at 2:52 AM
Metroidvanias at a continuum price?
Diabolical
September 3, 2025 at 9:14 PM
2^aleph_0 wrongs make a right but it’s an open question if aleph_1 wrongs make a right; obviously the continuum hypothesis implies it so it’s consistent and independent of the theory of real numbers
May 10, 2025 at 12:25 PM
"Flawed Senri Priest"
[ Ft. Yabusame Houlen & ALEPH_0 (OC) ]
May 20, 2025 at 6:48 AM
2^{\aleph_0} is |R| independently of CH. What CH says is whether there's anything in between that and \aleph_0
March 24, 2024 at 5:42 AM
maybe you could say something like “if B ⊆ T and B’ ⊆ T’, and B ⊆ B’ and | B \ B’ | ≥ aleph_0, and | T \ B | < aleph_0, then T is simpler than T’ “?
September 9, 2026 at 12:34 AM
Once you get above aleph_0, sizes get complicated.
October 24, 2024 at 7:25 PM
Enough of this finite initial segment nonsense. A number is even if there is no remainder when divided by 2. \Aleph_0 = 2 \Aleph_0, so by cardinality, there is an even number of naturals *and* an even number of integers. And even if there was one more, that would still be an even number!
December 17, 2025 at 12:33 AM
Hätt nicht passender sein können, es ist magisch! Aleph_0 Dank 😁!
November 20, 2024 at 8:52 PM
Writing at the start of my thesis "let κ be a strong limit cardinal with cofinalty > aleph_0" and then going back and updating the bound every time I need to take a larger colimit
March 25, 2024 at 1:08 AM
> Appearing somewhere... in the future.

> Song is what makes you feel, right? A whole collection of songs... isn't it... "exciting?" Or... is it not of your interest? ...Perhaps time can tell.

> All lies... in

#NULLITY_album #aleph_0
August 11, 2025 at 9:34 AM
actually i changed my mind, we should write it as an equality—2^{\aleph_0} = \aleph_1—to fit with other statements like V = HOD or V = L
July 21, 2026 at 12:58 PM
idk if this makes the CH true or false but i feeel that 2^{\aleph_0} is obviously |R|. like this doesn't need a proof bcuz we all know it's true
March 24, 2024 at 5:38 AM
if people are wondering, these are both aleph_0, the smallest infinite cardinal; the infinity of the coubting numbers. we know Real Numbers have a higher cardinality from cantor’s diagnolization argument. we know the Power Set of the integers is larger

we don’t know if those infinities are the same
May 2, 2024 at 12:09 AM
> A little game of... taking care of you and that plant. A win for both. ...A win for you.

> You matter.

> Have a nice day.

[ SIGN — ALEPH_0 (_NULLITY) ]
July 22, 2025 at 3:06 AM
Performing downloading update 1 of 1 9 of \aleph_0
July 9, 2025 at 8:26 PM