Ivan Shishkin, Birch Grove

Commutative ring

Definition / General algebra / Usable

English
Usable. This concept is clear enough to use, but has not yet been reviewed by another trusted user.

A commutative ring (R,+,×)(R,+,\times) is a ring such that the multiplicative law ×\times is commutative, hence :
x,yR,  x×y=y×x\forall x,y\in R, \;x\times y=y\times x

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