Database
GRAPH THEORY
Undirected graphs
Undirected simple graphs
Metamath Proof Explorer
Table of Contents - 16.2.5. Undirected simple graphs
In this section, "simple graph" will always stand for "undirected simple
graph (without loops)" and "simple pseudograph" for "undirected simple
pseudograph (which could have loops)".
cuspgr
cusgr
df-uspgr
df-usgr
isuspgr
isusgr
uspgrf
usgrf
isusgrs
usgrfs
usgrfun
usgredgss
edgusgr
isuspgrop
isusgrop
usgrop
isausgr
ausgrusgrb
usgrausgri
ausgrumgri
ausgrusgri
usgrausgrb
usgredgop
usgrf1o
usgrf1
uspgrf1oedg
usgrss
uspgrushgr
uspgrupgr
uspgrupgrushgr
usgruspgr
usgrumgr
usgrumgruspgr
usgruspgrb
usgrupgr
usgruhgr
usgrislfuspgr
uspgrun
uspgrunop
usgrun
usgrunop
usgredg2
usgredg2ALT
usgredgprv
usgredgprvALT
usgredgppr
usgrpredgv
edgssv2
usgredg
usgrnloopv
usgrnloopvALT
usgrnloop
usgrnloopALT
usgrnloop0
usgrnloop0ALT
usgredgne
usgrf1oedg
uhgr2edg
umgr2edg
usgr2edg
umgr2edg1
usgr2edg1
umgrvad2edg
umgr2edgneu
usgrsizedg
usgredg3
usgredg4
usgredgreu
usgredg2vtx
uspgredg2vtxeu
usgredg2vtxeu
usgredg2vtxeuALT
uspgredg2vlem
uspgredg2v
usgredg2vlem1
usgredg2vlem2
usgredg2v
usgriedgleord
ushgredgedg
usgredgedg
ushgredgedgloop
uspgredgleord
usgredgleord
usgredgleordALT
usgrstrrepe