💡 Words with a Similar Meaning to "Multialgebra"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| submultialgebranoun | (mathematics) A subset of a multialgebra |
| multicommutatornoun | (mathematics) A multilinear commutator |
| matrix algebranoun | (algebra) Generically, the arithmetic of matrices, involving matrix addition, scalar multiplication of matrices, matrix multiplication, and matrix inversion. |
| commutative algebranoun | (algebra) Any algebra (mathematical structure) in which the multiplication operation is commutative. |
| multifunctionnoun | (mathematics) A multivalued function. |
| linear algebranoun | (mathematics) The branch of mathematics that deals with vectors, vector spaces, linear transformations and systems of linear equations. |
| universal algebranoun | (uncountable) A branch of mathematics dealing with equational classes of algebras, where similar theorems from disparate branches of algebra are unified. |
| algebranoun | (uncountable, mathematics) Elementary algebra: A system for representing and manipulating unknown quantities (variables) in equations. |
| comultiplicationnoun | (mathematics) The equivalent of multiplication in a coalgebra. |
| ringnoun | (physical) A solid object in the shape of a circle. |
| multiplicative operationnoun | (mathematics) An operation of an algebraic structure playing a role analogous to multiplication. |
| pseudoalgebra | — |
| 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 |
| multicategory | Of or relating to more than one category. |
| abelian algebranoun | (mathematics) Any algebra in which multiplication (or its equivalent) is commutative. |
| associative algebranoun | (algebra) An algebra over a ring (or more narrowly, an algebra over a field) whose bilinear product is associative. |
| modulenoun | A self-contained component of a system, often interchangeable, which has a well-defined interface to the other components. |
| alternative algebranoun | (algebra) An algebra such that every subalgebra generated by two elements is associative. |
| multisubsetnoun | A subset that is a multiset, i.e. one in which a given element can occur more than once. |
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