A Free Algebra can Be Free as a Module over a Nonfree Subalgebra (Q3952250)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A Free Algebra can Be Free as a Module over a Nonfree Subalgebra |
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A Free Algebra can Be Free as a Module over a Nonfree Subalgebra (English)
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1983
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idealizer
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hereditary algebra
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free algebra
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generators and relations
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indecomposable projective modules
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free right module
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