= Glossary of ring theory
{wiki=Glossary_of_ring_theory}
A glossary of ring theory includes key terms and concepts that are fundamental to the study of rings in abstract algebra. Here are some important terms and their definitions: 1. **Ring**: A set \\( R \\) equipped with two binary operations, typically called addition and multiplication, satisfying certain properties (e.g., closure, associativity, distributivity, existence of an additive identity, and existence of additive inverses).
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