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1979•Proceedings of the American Mathematical SocietyOpen access

Morita Equivalence of Simple Noetherian Rings

J. T. Stafford

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Abstract

We show that a simple Noetherian ring of finite global dimension and Krull dimension one is Morita equivalent to a domain.

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What this paper is about

We show that a simple Noetherian ring of finite global dimension and Krull dimension one is Morita equivalent to a domain.

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Available abstract

We show that a simple Noetherian ring of finite global dimension and Krull dimension one is Morita equivalent to a domain.

Key concepts: Global dimension, Noetherian, Morita equivalence, Krull dimension, Mathematics, Pure mathematics, Equivalence (formal languages), Noetherian ring

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