"Commutative L*-rings II"

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Abstract It is shown that for several important classes of commutative rings, L∗ and O∗ are equivalent. In particular, a commutative artinian ring is L∗ if and only if it… Click to show full abstract

Abstract It is shown that for several important classes of commutative rings, L∗ and O∗ are equivalent. In particular, a commutative artinian ring is L∗ if and only if it is O∗. More examples of O∗-fields are provided.

Keywords: commutative rings

Journal Title: Quaestiones Mathematicae
Year Published: 2017

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