Does the set of all sets that do not contain themselves contain itself?

[Penis Drager]

?

 

[Cheerlead-in-Chief]

Is this a physics or mathematics question?

 

[Penis Drager]

Is this a physics or mathematics question?

Yes.

 

[Cheerlead-in-Chief]

Yes.

Mathematicians' Answer.

Well, I can only deal with Algebraic numbers so I'm not qualified for the question.

 

[Table Country]

 

[Kosher Dill]

Yeah yeah, you think you're real clever. But I'm working on a complete statement of mathematics that'll rule out that kind of trickery. I've almost proved 1+1=2.

 

[Skitarii]

The set of all sets that do not contain themselves does not contain all sets that do not contain themselves

Proof:

1. Let set be R
2. R∈R
3. R ∈ {S:S∉S}
4. ∴ by contradiction, R∉R

Also you're a faggot

 

[Knight of the Rope]

Yeah yeah, you think you're real clever. But I'm working on a complete statement of mathematics that'll rule out that kind of trickery. I've almost proved 1+1=2.

Based and Wildbergerpilled.