Mathematics · Abstract Algebra
Which of the following mathematical structures is NOT a Euclidean domain?
- 1The ring of Gaussian integers Z[i]
- 2Every field F with a norm function defined as N(a) = 1 for all non-zero elements
- 3The ring of integers Z
- 4The field of rational numbers Q under the standard absolute value norm given by N(a) = |a|✓
Correct answer
The field of rational numbers Q under the standard absolute value norm given by N(a) = |a|
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