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(hnp)-rings over which every module admits a
basic submodule
Surjeet Singh |
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Vol. 76 (1978), No. 2, 509–512
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Abstract |
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The structure of those bounded (hnp)-rings over which every module admits a basic submodule, is determined. It is shown that such rings are precisely the block lower triangular matrix rings over D∖M where D is a discrete valuation ring with M as its maximal ideal. |
Mathematical Subject Classification
Primary: 16A33, 16A33
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Milestones
Received: 13 April 1977
Published: 1 June 1978
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Authors |
| Surjeet Singh | |
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