Metamath Proof Explorer
Table of Contents - 20.25.7. Atoms, hyperplanes, and covering in a left vector space (or module)
- clsa
- clsh
- df-lsatoms
- df-lshyp
- lshpset
- islshp
- islshpsm
- lshplss
- lshpne
- lshpnel
- lshpnelb
- lshpnel2N
- lshpne0
- lshpdisj
- lshpcmp
- lshpinN
- lsatset
- islsat
- lsatlspsn2
- lsatlspsn
- islsati
- lsateln0
- lsatlss
- lsatlssel
- lsatssv
- lsatn0
- lsatspn0
- lsator0sp
- lsatssn0
- lsatcmp
- lsatcmp2
- lsatel
- lsatelbN
- lsat2el
- lsmsat
- lsatfixedN
- lsmsatcv
- lssatomic
- lssats
- lpssat
- lrelat
- lssatle
- lssat
- islshpat
- clcv
- df-lcv
- lcvfbr
- lcvbr
- lcvbr2
- lcvbr3
- lcvpss
- lcvnbtwn
- lcvntr
- lcvnbtwn2
- lcvnbtwn3
- lsmcv2
- lcvat
- lsatcv0
- lsatcveq0
- lsat0cv
- lcvexchlem1
- lcvexchlem2
- lcvexchlem3
- lcvexchlem4
- lcvexchlem5
- lcvexch
- lcvp
- lcv1
- lcv2
- lsatexch
- lsatnle
- lsatnem0
- lsatexch1
- lsatcv0eq
- lsatcv1
- lsatcvatlem
- lsatcvat
- lsatcvat2
- lsatcvat3
- islshpcv
- l1cvpat
- l1cvat
- lshpat