Library
▹
Essentials
▹
Numbers
▹
Ordinal numbers
Ord
(ordinal numbers)
(
α
)
≤
Homomorphisms
Ordered subsets
≤
<
Subsets
α
≤
β
and
β
≤
α
⇔ Iso(
α
,
β
) is nonempty ⇔
α
=
β
if
α
,
β
are ordinal numbers
≤ is a well-order
+
⋅
Examples
|
α
|
finite/infinite
countable/uncountable
countably infinite