Last Updated:2025/11/25

An integral domain ensures that the product of any two nonzero elements is never zero, which simplifies many factorization proofs.

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An integral domain ensures that the product of any two nonzero elements is never zero, which simplifies many factorization proofs.

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整域(零でない可換環で、零でない元の積が零にならないもの)では、任意の二つの零でない元の積が決して零にならないため、多くの因数分解の証明が簡潔になります。

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