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integral domain
释义
integral domain
integral domain
n.
A commutative ring with an identity having no proper divisors of zero, that is, where the product of nonzero elements cannot be zero.
integral domain
integral domain
[
′int·ə·grəl dō′mān
]
(mathematics)
A commutative ring with identity where the product of nonzero elements is never zero. Also known as entire ring.
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