Definition:Commutative Ring
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Definition
A commutative ring is a ring $\left({R, +, \circ}\right)$ in which the ring product $\circ$ is commutative.
Sources
- Iain T. Adamson: Introduction to Field Theory (1964)... (previous)... (next): $\S 1.1$
- Seth Warner: Modern Algebra (1965)... (previous)... (next): $\S 21$
- C.R.J. Clapham: Introduction to Abstract Algebra (1969)... (previous)... (next): $\S 5.18$
- B. Hartley and T.O. Hawkes: Rings, Modules and Linear Algebra (1970): $\S 1.3$
- Thomas A. Whitelaw: An Introduction to Abstract Algebra (1978)... (previous)... (next): $\S 55 \ (1)$
