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Any semilocal Bézout ring is a ring with elementary reduction of matrices - MaRDI portal

Any semilocal Bézout ring is a ring with elementary reduction of matrices (Q1308165)

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scientific article; zbMATH DE number 1366405
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English
Any semilocal Bézout ring is a ring with elementary reduction of matrices
scientific article; zbMATH DE number 1366405

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    Any semilocal Bézout ring is a ring with elementary reduction of matrices (English)
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    22 November 1999
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    quasi-Euclidean rings
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    semilocal Bézout rings
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    Hermitian rings
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    elementary reductions of matrices
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