Metamath Proof Explorer
Table of Contents - 7.1.4. Definition of the structure quotient
- cordt
- cxrs
- df-ordt
- df-xrs
- cqtop
- cimas
- cqus
- cxps
- df-qtop
- df-imas
- df-qus
- df-xps
- imasval
- imasbas
- imasds
- imasdsfn
- imasdsval
- imasdsval2
- imasplusg
- imasmulr
- imassca
- imasvsca
- imasip
- imastset
- imasle
- f1ocpbllem
- f1ocpbl
- f1ovscpbl
- f1olecpbl
- imasaddfnlem
- imasaddvallem
- imasaddflem
- imasaddfn
- imasaddval
- imasaddf
- imasmulfn
- imasmulval
- imasmulf
- imasvscafn
- imasvscaval
- imasvscaf
- imasless
- imasleval
- qusval
- quslem
- qusin
- qusbas
- quss
- divsfval
- ercpbllem
- ercpbl
- erlecpbl
- qusaddvallem
- qusaddflem
- qusaddval
- qusaddf
- qusmulval
- qusmulf
- fnpr2o
- fnpr2ob
- fvpr0o
- fvpr1o
- fvprif
- xpsfrnel
- xpsfeq
- xpsfrnel2
- xpscf
- xpsfval
- xpsff1o
- xpsfrn
- xpsff1o2
- xpsval
- xpsrnbas
- xpsbas
- xpsaddlem
- xpsadd
- xpsmul
- xpssca
- xpsvsca
- xpsless
- xpsle