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It's a well known fact that Euclidean domains are principal ideal domain by taking the element in a certain ideal with smallest $\varphi$ value. Yet the converse is false, and one counterexample just… https://blog.hellholestudios.top
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It's a well known fact that Euclidean domains are principal ideal domain by taking the element in a certain ideal with smallest $\varphi$ value. Yet the converse is false, and one counterexample just… https://blog.hellholestudios.top
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