Metamath Proof Explorer
Table of Contents - 8.2. Arrows (disjointified hom-sets)
- cdoma
- ccoda
- carw
- choma
- df-doma
- df-coda
- df-homa
- df-arw
- homarcl
- homafval
- homaf
- homaval
- elhoma
- elhomai
- elhomai2
- homarcl2
- homarel
- homa1
- homahom2
- homahom
- homadm
- homacd
- homadmcd
- arwval
- arwrcl
- arwhoma
- homarw
- arwdm
- arwcd
- dmaf
- cdaf
- arwhom
- arwdmcd
- Identity and composition for arrows
- cida
- ccoa
- df-ida
- df-coa
- idafval
- idaval
- ida2
- idahom
- idadm
- idacd
- idaf
- coafval
- eldmcoa
- dmcoass
- homdmcoa
- coaval
- coa2
- coahom
- coapm
- arwlid
- arwrid
- arwass