Metamath Proof Explorer
Table of Contents - 20.3.3. General Set Theory
- Class abstractions (a.k.a. class builders)
- dmrab
- difrab2
- rabexgfGS
- rabsnel
- rabeqsnd
- eqrrabd
- foresf1o
- rabfodom
- Image Sets
- abrexdomjm
- abrexdom2jm
- abrexexd
- elabreximd
- elabreximdv
- abrexss
- Set relations and operations - misc additions
- elunsn
- nelun
- snsssng
- rabss3d
- inin
- inindif
- difininv
- difeq
- eqdif
- undif5
- indifbi
- diffib
- difxp1ss
- difxp2ss
- undifr
- indifundif
- elpwincl1
- elpwdifcl
- elpwiuncl
- Unordered pairs
- eqsnd
- elpreq
- nelpr
- inpr0
- neldifpr1
- neldifpr2
- unidifsnel
- unidifsnne
- Conditional operator - misc additions
- ifeqeqx
- elimifd
- elim2if
- elim2ifim
- ifeq3da
- Set union
- uniinn0
- uniin1
- uniin2
- difuncomp
- elpwunicl
- Indexed union - misc additions
- cbviunf
- iuneq12daf
- iunin1f
- ssiun3
- ssiun2sf
- iuninc
- iundifdifd
- iundifdif
- iunrdx
- iunpreima
- iunrnmptss
- iunxunsn
- iunxunpr
- Indexed intersection - misc additions
- iinabrex
- Disjointness - misc additions
- disjnf
- cbvdisjf
- disjss1f
- disjeq1f
- disjxun0
- disjdifprg
- disjdifprg2
- disji2f
- disjif
- disjorf
- disjorsf
- disjif2
- disjabrex
- disjabrexf
- disjpreima
- disjrnmpt
- disjin
- disjin2
- disjxpin
- iundisjf
- iundisj2f
- disjrdx
- disjex
- disjexc
- disjunsn
- disjun0
- disjiunel
- disjuniel