💡 Words with a Similar Meaning to "Hypergroup"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| hypergroupoidnoun | (mathematics) A hyperstructure with a hyperoperation. |
| semihypergroupnoun | (mathematics) Any hypergroup for which the reproduction axiom is valid. |
| hyperstructurenoun | (architecture) A very densely populated habitat, as in arcology. |
| overgroupnoun | (mathematics) A supergroup. |
| subhypergroupnoun | (mathematics) A specific type of subset of a hypergroup |
| hyperalgebranoun | (mathematics) The formal group ring of a formal group law. |
| pseudogroupnoun | (chemistry) Any group of the extended periodic table containing lanthanides or actinides |
| subgroupnoun | A group within a larger group; a group whose members are some, but not all, of the members of a larger group. |
| hypercomplexnoun | (mathematics) A hypercomplex number. |
| hyperdegreenoun | (mathematics) The property of a number shared with another number with which it is hyperarithmetical. |
| supergroupnoun | (music) A group of musicians, each a star of another band (especially in rock music). |
| cogroupnoun | (mathematics) The dual of a group. |
| hyperringnoun | (mathematics) A nonempty set R that supports hyperaddition as an abelian hypergroup with neutral element 0, multiplication as a monoid with identity element one, supports the distributive law, and for which multiplication by zero always yields the result 0. |
| additive groupnoun | (mathematics) Any group, or algebraic object that can be regarded as a group, whose binary operation is called addition and denoted +; specifically: |
| derived groupnoun | (algebra) The subgroup of a specified group generated by the larger group's commutators. |
| linear algebraic groupnoun | (algebraic geometry, category theory) An algebraic group that is isomorphic to a subgroup of some general linear group. |
| groupoidnoun | (algebra and category theory) A set with a partial binary operation that is associative and has identities and inverses. |
| gyrogroupnoun | (mathematics) A groupoid whose binary operation satisfies certain axioms, used with gyrovectors. |
| matrix groupnoun | (group theory) Any group of invertible matrices over a specified field, with the group operation of matrix multiplication. |
| hyperidealnoun | An extreme ideal. |
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