noncommutative ring
C49572
concept
A noncommutative ring is an algebraic structure consisting of a set equipped with two binary operations, addition and multiplication, where addition forms an abelian group, multiplication is associative and distributes over addition, but multiplication need not be commutative.
Observed surface forms (1)
- infinite-dimensional algebra ×1
Instances (2)
- Hurwitz quaternions
- q-Onsager algebra via concept surface "infinite-dimensional algebra"