metabelian
/ˌmɛtəˈbiːlɪən/(also meta-abelian) Mathematics
adjective
Of a group or a Lie algebra: expressible as an extension of one abelian group or Lie algebra by another abelian group or Lie algebra; having the property that its commutator subgroup or subalgebra is abelian.
Origin
Early 20th century (in an earlier sense). From meta- + Abelian.
- super-eruption
- superessence
- superessential
- superessentially
- superessive
- superette
- superexalt
- superexaltation
- superexalted
- superexcel
- superexcellence
- superexcellency
- superexcellent
- superexchange
- superexist
- superexistent
- superexpend
- superexpense
- super-extra
- superface
- super-fact
- superfamily
- superfan
- superfast
- superfatted