Metamath Proof Explorer
Table of Contents - 2.6.9. Axiom of Choice equivalents
- wac
- df-ac
- aceq1
- aceq0
- aceq2
- aceq3lem
- dfac3
- dfac4
- dfac5lem1
- dfac5lem2
- dfac5lem3
- dfac5lem4
- dfac5lem5
- dfac5
- dfac2a
- dfac2b
- dfac2
- dfac7
- dfac0
- dfac1
- dfac8
- dfac9
- dfac10
- dfac10c
- dfac10b
- acacni
- dfacacn
- dfac13
- dfac12lem1
- dfac12lem2
- dfac12lem3
- dfac12r
- dfac12k
- dfac12a
- dfac12
- kmlem1
- kmlem2
- kmlem3
- kmlem4
- kmlem5
- kmlem6
- kmlem7
- kmlem8
- kmlem9
- kmlem10
- kmlem11
- kmlem12
- kmlem13
- kmlem14
- kmlem15
- kmlem16
- dfackm