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|Title:||Uncountably many non-commensurable pro-p groups of homological type FPk but not FPk+1|
|Abstract:||We show that there are uncountably many non-commensurable metabelian pro-p groups of homological type FPk but not of type FPk+1, generated by m element, where m = k + 4 and k >= 1. In particular there are uncountably many non-commensurable finitely presented metabelian pro-p groups that are not of type FP infinity. We show furthermore that there are uncountably many non-isomorphic one related 2-generated pro-p groups|
|Appears in Collections:||IMECC - Artigos e Outros Documentos|
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