Metamath Proof Explorer
Table of Contents - 2.6.12. Cardinal numbers
- ccrd
- cale
- ccf
- wacn
- df-card
- df-aleph
- df-cf
- df-acn
- cardf2
- cardon
- isnum2
- isnumi
- ennum
- finnum
- onenon
- tskwe
- xpnum
- cardval3
- cardid2
- isnum3
- oncardval
- oncardid
- cardonle
- card0
- cardidm
- oncard
- ficardom
- ficardid
- cardnn
- cardnueq0
- cardne
- carden2a
- carden2b
- card1
- cardsn
- carddomi2
- sdomsdomcardi
- cardlim
- cardsdomelir
- cardsdomel
- iscard
- iscard2
- carddom2
- harcard
- cardprclem
- cardprc
- carduni
- cardiun
- cardennn
- cardsucinf
- cardsucnn
- cardom
- carden2
- cardsdom2
- domtri2
- nnsdomel
- cardval2
- isinffi
- fidomtri
- fidomtri2
- harsdom
- onsdom
- harval2
- harsucnn
- cardmin2
- pm54.43lem
- pm54.43
- pr2nelem
- pr2ne
- prdom2
- en2eqpr
- en2eleq
- en2other2
- dif1card
- leweon
- r0weon
- infxpenlem
- infxpen
- xpomen
- xpct
- infxpidm2
- infxpenc
- infxpenc2lem1
- infxpenc2lem2
- infxpenc2lem3
- infxpenc2
- iunmapdisj
- fseqenlem1
- fseqenlem2
- fseqdom
- fseqen
- infpwfidom
- dfac8alem
- dfac8a
- dfac8b
- dfac8clem
- dfac8c
- ac10ct
- ween
- ac5num
- ondomen
- numdom
- ssnum
- onssnum
- indcardi
- acnrcl
- acneq
- isacn
- acni
- acni2
- acni3
- acnlem
- numacn
- finacn
- acndom
- acnnum
- acnen
- acndom2
- acnen2
- fodomacn
- fodomnum
- fonum
- numwdom
- fodomfi2
- wdomfil
- infpwfien
- inffien
- wdomnumr
- alephfnon
- aleph0
- alephlim
- alephsuc
- alephon
- alephcard
- alephnbtwn
- alephnbtwn2
- alephordilem1
- alephordi
- alephord
- alephord2
- alephord2i
- alephord3
- alephsucdom
- alephsuc2
- alephdom
- alephgeom
- alephislim
- aleph11
- alephf1
- alephsdom
- alephdom2
- alephle
- cardaleph
- cardalephex
- infenaleph
- isinfcard
- iscard3
- cardnum
- alephinit
- carduniima
- cardinfima
- alephiso
- alephprc
- alephsson
- unialeph
- alephsmo
- alephf1ALT
- alephfplem1
- alephfplem2
- alephfplem3
- alephfplem4
- alephfp
- alephfp2
- alephval3
- alephsucpw2
- mappwen
- finnisoeu
- iunfictbso