Non-Hopfian relatively free groups. (Q2572572)
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| Language | Label | Description | Also known as |
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| English | Non-Hopfian relatively free groups. |
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Non-Hopfian relatively free groups. (English)
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10 November 2005
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The authors construct a variety of groups of exponent 0 all of whose non-cyclic groups are non-Hopfian. The authors use in their arguments the geometric machinery of graded diagrams, developed by A. Ol'shanskij.
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Hopfian groups
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relatively free groups
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verbal subgroups
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varieties of groups
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