⚛️Igor Kan
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Digital Garden (proof of concept)
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Axiom of Choice
Axiom of Choice
∀
F
[
∀
A
∈
F
(
A
=
∅
)
→
∃
f
:
F
→
⋃
F
∀
A
(
f
(
A
)
∈
A
)]
Every collection of non-empty sets has a choice function.
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Backlinks
Zermelo–Fraenkel Set Theory with the Axiom of Choice
Axiom of Constructibility (V = L)
Axiom of Determinacy (AD)
Well-Ordering Theorem
Zorn''s Lemma