ring-theoretic structure
C49601
concept
A ring-theoretic structure is an algebraic system consisting of a set equipped with two binary operations, typically addition and multiplication, that satisfy the ring axioms such as associativity, distributivity, and the existence of an additive identity and inverses.
Observed surface forms (1)
- commutative ring with identity ×1
Instances (2)
- Dedekind domain
- GF(p) via concept surface "commutative ring with identity"