Last Updated
：2025/11/28
Dedekind domain
（ plural ）
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(algebra, ring theory) An integral domain in which every proper ideal factors into a product of prime ideals which is unique (up to permutations).
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Dedekind domain
When studying algebraic number fields, one often encounters a Dedekind domain as the ring of integers of the field.
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When studying algebraic number fields, one often encounters a Dedekind domain as the ring of integers of the field.
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