Split-null extensions of strongly right bounded rings (Q2640680)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Split-null extensions of strongly right bounded rings |
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Split-null extensions of strongly right bounded rings (English)
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1990
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A ring R is strongly right boundary if every nonzero right ideal contains a nonzero ideal. If M is an R-R-bimodule let S be the trivial extension of M by R. The author gives some conditions under which S is strongly right bounded and also investigates conditions under which S is right quasi-FPF.
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right ideal
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bimodule
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trivial extension
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strongly right bounded
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right quasi-FPF
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