Metamath Proof Explorer
Table of Contents - 20.43.20. Basic algebraic structures (extension)
- Auxiliary theorems
- opeliun2xp
- eliunxp2
- mpomptx2
- cbvmpox2
- dmmpossx2
- mpoexxg2
- ovmpordxf
- ovmpordx
- ovmpox2
- fdmdifeqresdif
- offvalfv
- ofaddmndmap
- mapsnop
- fprmappr
- mapprop
- ztprmneprm
- 2t6m3t4e0
- ssnn0ssfz
- nn0sumltlt
- The binomial coefficient operation (extension)
- bcpascm1
- altgsumbc
- altgsumbcALT
- The ` ZZ `-module ` ZZ X. ZZ `
- zlmodzxzlmod
- zlmodzxzel
- zlmodzxz0
- zlmodzxzscm
- zlmodzxzadd
- zlmodzxzsubm
- zlmodzxzsub
- Group sum operation (extension 2)
- mgpsumunsn
- mgpsumz
- mgpsumn
- Symmetric groups (extension)
- exple2lt6
- pgrple2abl
- pgrpgt2nabl
- Divisibility (extension)
- invginvrid
- The support of functions (extension)
- rmsupp0
- domnmsuppn0
- rmsuppss
- mndpsuppss
- scmsuppss
- Finitely supported functions (extension)
- rmsuppfi
- rmfsupp
- mndpsuppfi
- mndpfsupp
- scmsuppfi
- scmfsupp
- suppmptcfin
- mptcfsupp
- fsuppmptdmf
- Left modules (extension)
- lmodvsmdi
- gsumlsscl
- Associative algebras (extension)
- ascl1
- assaascl0
- assaascl1
- Univariate polynomials (extension)
- ply1vr1smo
- ply1ass23l
- ply1sclrmsm
- coe1id
- coe1sclmulval
- ply1mulgsumlem1
- ply1mulgsumlem2
- ply1mulgsumlem3
- ply1mulgsumlem4
- ply1mulgsum
- evl1at0
- evl1at1
- Univariate polynomials (examples)
- linply1
- lineval
- linevalexample