0. Introduction. Let<€ be the category of commutative rings with unit, and regard Spec (as in
[1]) as a contra variant functor from# to 3~, the category of topological spaces and …

0. Introduction. Let<€ be the category of commutative rings with unit, and regard Spec (as in
[1]) as a contra variant functor from# to 3~, the category of topological spaces and …

Prime spectra of commutative rings enjoy many well known properties, as spaces. Added
conditions (eg that the ring be noetherian) yield still more facts. Our goal is to de cide …

Prime Ideal Structure in Commutative Rings | CiNii Research CiNii 国立情報学研究所 学術
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0. Introduction. Let% be the category of commutative rings with unit, and regard Spec (as in
[1]) as a contravariant functor from% to Z, the category of topological spaces and continuous …

0. Introduction. Let'be the category of commutative rings with unit, and regard Spec (as in [1])
as a contravariant functor from'to g $7 the category of topological spaces and continuous …

0. Introduction. Let<€ be the category of commutative rings with unit, and regard Spec (as in
[1]) as a contra variant functor from# to 3~, the category of topological spaces and …

0. Introduction. Let<€ be the category of commutative rings with unit, and regard Spec (as in
[1]) as a contra variant functor from# to 3~, the category of topological spaces and …