Rings with no Maximal Ideals Patrick J. Morandi In this note we give examples of a ring that has no maximal ideals. Recall that, by a Zorn’s lemma argument, a ring with identity has a maximal ideal. Therefore, we need - Discrete valuation ring - Document - PDFSEARCH.IO

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	Rings with no Maximal Ideals Patrick J. Morandi In this note we give examples of a ring that has no maximal ideals. Recall that, by a Zorn’s lemma argument, a ring with identity has a maximal ideal. Therefore, we need Add to Reading List Document Date: 2005-05-06 18:47:21 Open Document File Size: 104,55 KB Share Result on Facebook Company S/M S. / G/A / M and s / / Person Patrick J. Morandi / / SocialTag Commutative algebra Localization Algebraic structures Field theory Valuation Jacobson radical Ideal Local ring Discrete valuation ring Abstract algebra

Rings with no Maximal Ideals Patrick J. Morandi In this note we give examples of a ring that has no maximal ideals. Recall that, by a Zorn’s lemma argument, a ring with identity has a maximal ideal. Therefore, we need Add to Reading List