💡 Words with a Similar Meaning to "Metabelian"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| pseudoabelian | Almost abelian. |
| abelianized | (mathematics) transformed into an abelian group |
| semiabelian | — |
| abeliannoun | (mathematics) Of an algebraic structure (usually a group or algebra), having a commutative defining operation. |
| quasiabelian | (mathematics) Having properties similar to an abelian structure |
| anabelian | (mathematics, algebraic geometry, arithmetic geometry) Of or relating to anabelian geometry, a proposed theory describing the way the algebraic fundamental group G of an algebraic variety (or some related geometric object) V determines how V can be mapped into another geometric object W, under the assumption that G is very far from being an abelian group, in a sense to be made more precise. |
| semipermutable | (group theory, of a subgroup) That commutes with every subgroup whose order is relatively prime to its own. |
| supercommutative | (mathematics) Describing the algebra of supercommutators |
| commutative | (mathematics, of a binary operation) Such that the order in which the operands are taken does not affect their image under the operation. |
| cocommutative | (mathematics) Describing the relationship, in a coalgebra, that is the equivalent of a commutative one. |
| algebroidnoun | (mathematics) An infinitesimal algebraic object associated with a groupoid |
| anticommutingnoun | (mathematics) anticommutative |
| unitary | Having the quality of oneness. |
| mirabolic | (mathematics) Being or relating to a subgroup of the general linear group GLₙ(k) that consists of automorphisms fixing a given non-zero vector in kⁿ. Its image in the projective general linear group is a parabolic subgroup consisting of all elements fixing a given point of projective space. |
| semimodularnoun | (mathematics) Relating to a semimodule. |
| metaplecticnoun | (mathematics) Describing a specific form of symplectic group. |
| completablenoun | That can be completed. |
| counimodular | (mathematics) Having a dual Hopf algebra that is unimodular. |
| biautomatic | (mathematics, of a group) Having two multiplier automata |
| anticommutating | (mathematics) That produces anticommutation |
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