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associative magma
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Contents
Context
Algebra
- algebra, higher algebra
- universal algebra
- monoid, semigroup, quasigroup
- nonassociative algebra
- associative unital algebra
- commutative algebra
- Lie algebra, Jordan algebra
- Leibniz algebra, pre-Lie algebra
- Poisson algebra, Frobenius algebra
- lattice, frame, quantale
- Boolean ring, Heyting algebra
- commutator, center
- monad, comonad
- distributive law
Group theory
Ring theory
Module theory
Contents
Definition
A magma is called associative if it satisfies the associativity condition, saying that for all then the equation
holds.
Examples
Examples include semigroups/monoids, rings, associative algebras, etc.
Last revised on August 21, 2024 at 02:24:27.
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