Memes related to mathematics.
Rules:
1: Memes must be related to mathematics in some way.
2: No bigotry of any kind.
I'll give this a go. The number of people at A is ℵ~2~ and at B is 2^ℵ0^. If the continuum hypothesis is true then there are ℵ~1~ people at B so A has more people, if it is false then either there are more at B or there could be equally many at A and B (if the star axiom is true).
Either way infinitely many people are dying so it's a sad story.
yeah but only one of those options gives you a wicked K/D ratio
Cantor's Die Lemma
Multitrack drifting
lmao
Ackshually the text says that A is at least ℵ_2 so it could be way more
I thought that as well for a while so I was waiting for someone to say that! My claim that A is exactly ℵ~2~ is based on it saying "unique", meaning there's only 1 cardinality with the property described, between ℵ~0~ and A (which must be ℵ~1~). But I agree the wording is not very clear. The version without uniqueness is still a dilemma, it just means that it's also possible for A to be larger than B even if CH is false.
Yeah I noticed that and thought I had deleted my comment! Oh well!
How would you write it? My goal was to write it in a way that would be most understandable to the most people (so, avoid using symbols like ℵ) while still being concise.
Not sure honestly, I can think of alternatives but I don't know if they're better. "Isomorphism of sets" is a fancy way of saying "bijection", and "unique set up to isomorphism" is the same as "unique cardinal" but as you say it's better to use terms that everyone knows. It might just be that "unique" being right at the beginning makes it easy to forget. Decoding the description is a fun part of the problem!
If the trolley is traveling at a finite speed, it will end up killing the same number of people either way.
If it's not, I won't have time to flip the switch anyway.
I flip a coin and let the initial conditions of the universe decide.
"up to isomorphism" is weird. I tried they're trying to say a unique cardinal number and by isomorphism they just mean any bijection.