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Integral domain
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Words: 385
Articles: 13
An integral domain is a nonzero commutative ring with identity and without zero divisors.
Table of contents
385
13
Prime element
Integral domain
20
Irreducible element
Integral domain
20
Greatest-common-divisor domain
Integral domain
66
1
Euclid lemma in a greatest-common-divisor domain
Greatest-common-divisor domain
41
Fraction field
Integral domain
21
Principal ideal domain
Integral domain
197
6
Submodule theorem for free modules over a principal ideal domain
Principal ideal domain
35
Euclidean domain
Principal ideal domain
148
4
Euclidean function
Euclidean domain
36
Gaussian integer
Euclidean domain
24
Eisenstein integer
Euclidean domain
75
1
Euclidean norm on the Eisenstein integers
Eisenstein integer
50
Bézout domain
Integral domain
47
Ancestors
(5)
Commutative algebra
Algebra
Area of mathematics
Mathematics
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(8)
Coordinate ring
Fraction field
Irreducible components of two intersecting complex hyperbolas
Solution
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Solution
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Solution