💡 Words with a Similar Meaning to "Hyperalgebra"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| pseudoalgebra | — |
| abstract algebranoun | (mathematics) The branch of mathematics concerned with algebraic structures, such as groups, rings, and fields. |
| hypergroupnoun | (mathematics) Any algebraic group equipped with a hyperoperation. |
| linear algebraic groupnoun | (algebraic geometry, category theory) An algebraic group that is isomorphic to a subgroup of some general linear group. |
| prealgebranoun | (US, education, uncountable) A school (in the US, middle school) course that introduces students to concepts needed to learn algebra. |
| bialgebranoun | (mathematics) A particular form of vector space that is a compatible form of two algebras. |
| linear algebranoun | (mathematics) The branch of mathematics that deals with vectors, vector spaces, linear transformations and systems of linear equations. |
| algebraic groupnoun | (algebraic geometry) A group that is an algebraic variety. |
| universal algebranoun | (uncountable) A branch of mathematics dealing with equational classes of algebras, where similar theorems from disparate branches of algebra are unified. |
| algebrizationnoun | (mathematics) Alternative form of algebraization. [(mathematics) conversion to algebraic form] |
| antialgebranoun | (mathematics) The algebra of antisets, antigroups, antirings etc. |
| albert algebranoun | (mathematics) A 27-dimensional exceptional Jordan algebra. |
| lie algebranoun | (mathematics) An algebra over a field whose bilinear product is alternating (or, equivalently for a bilinear product, anticommutative) and satisfies the Jacobi identity. Such a bilinear product is called a Lie bracket. |
| subalgebranoun | (algebra) A closed subset of an algebra. |
| additive groupnoun | (mathematics) Any group, or algebraic object that can be regarded as a group, whose binary operation is called addition and denoted +; specifically: |
| algebranoun | (uncountable, mathematics) Elementary algebra: A system for representing and manipulating unknown quantities (variables) in equations. |
| σ-algebranoun | (mathematical analysis) A collection of subsets of a given set, such that the empty set is part of this collection, the collection is closed under complements (with respect to the given set) and the collection is closed under countable unions. |
| coalgebranoun | (mathematics) a structure that is dual to unital associative algebras |
| algebraic normal formnoun | (algebra, logic) ring sum normal form |
| group theorynoun | (algebra, uncountable) The mathematical theory of groups. |
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