💡 Words with a Similar Meaning to "Normal subgroup"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| subgroupnoun | A group within a larger group; a group whose members are some, but not all, of the members of a larger group. |
| malnormalitynoun | (mathematics, group theory) The property of a subgroup H of a group G where, for any x in G but not in H, H and Hˣ intersect in the identity element. |
| derived subgroupnoun | The subgroup of a specified group generated by the larger group's commutators. |
| normalizernoun | One who or that which normalizes, fits to a norm or standard etc. |
| fitting subgroupnoun | (mathematics) For a finite group G: the unique largest normal nilpotent subgroup of G, which intuitively represents the smallest subgroup that "controls" the structure of G when G is solvable. |
| stabilizer subgroupnoun | (algebra) Said of a group acting on a set, and with respect to an element of that set: the subgroup of the given group whose action leaves that element fixed. |
| subsubgroupnoun | A subgroup of a subgroup |
| subgroupoidnoun | (mathematics) A subset of a groupoid closed under inversion and composition. |
| centernoun | The point in the interior of a circle that is equidistant from all points on the circumference. |
| supergroupnoun | (music) A group of musicians, each a star of another band (especially in rock music). |
| solvable groupnoun | (algebra, Galois theory) A group G which is part of a finite chain Gᵢ (0 ≤ i ≤ n) of subgroups, where G₀ is the trivial subgroup and Gₙ = G, such that each intermediate subgroup Gᵢ is a normal subgroup of the next in the chain (i.e., Gᵢ ◁ Gᵢ₊₁) and each quotient Gᵢ₊₁/Gᵢ is a cyclic group. |
| derived groupnoun | (algebra) The subgroup of a specified group generated by the larger group's commutators. |
| groupnoun | A number of things or persons being in some relation to one another. |
| linear algebraic groupnoun | (algebraic geometry, category theory) An algebraic group that is isomorphic to a subgroup of some general linear group. |
| simple groupnoun | (group theory) A group which has no normal subgroups apart from the trivial group and itself. |
| block systemnoun | (rail transport) On railways, a system by which the track is divided into sections of three or four miles, and trains are run by the guidance of electric signals so that no train enters a section or block before the preceding train has left it. |
| hypergroupnoun | (mathematics) Any algebraic group equipped with a hyperoperation. |
| conjugacy classnoun | (algebra) A subset of a group which is an equivalence class in the quotient set of the group divided by conjugation as equivalence relation. |
| subhypergroupnoun | (mathematics) A specific type of subset of a hypergroup |
| commutatornoun | An electrical switch, in a generator or motor, that periodically reverses the direction of an electric current. |
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