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Pairing Axiom
Pairing Axiom
Apr 16, 2026
1 min read
set-theory
axiom
∀
x
∀
y
∃
z
∀
w
(
w
∈
z
↔
w
=
x
∨
w
=
y
)
For any sets
x
,
y
there exists
{
x
,
y
}
.
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Zermelo–Fraenkel Set Theory with the Axiom of Choice
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