Groups that are Pairwise Nilpotent |
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Authors: | Gérard Endimioni |
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Affiliation: | C.M.I , University of Provence, UMR-CNRS 6632 , Marseille, France |
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Abstract: | In this article we study groups generated by a set X with the property that every two elements in X generate a nilpotent subgroup. |
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Keywords: | Nilpotent Presentation |
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