On the group rings of abelian minimax groups, II: The singular case

<p>The main results of [D. Segal, On the group rings of abelian minimax groups, J. Algebra 237 (2001) 64–94], and of related papers by J.E. Roseblade and C.J.B. Brookes, are extended to group rings <em>kG</em> where the characteristic of the field <em>k</em> occurs in t...

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Main Author: Segal, D
Format: Journal article
Published: Elsevier 2006
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author Segal, D
author_facet Segal, D
author_sort Segal, D
collection OXFORD
description <p>The main results of [D. Segal, On the group rings of abelian minimax groups, J. Algebra 237 (2001) 64–94], and of related papers by J.E. Roseblade and C.J.B. Brookes, are extended to group rings <em>kG</em> where the characteristic of the field <em>k</em> occurs in the spectrum of the abelian minimax group <em>G</em>.</p>
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spelling oxford-uuid:41978833-af40-447b-aef1-d6d67f6448042022-03-26T14:44:32ZOn the group rings of abelian minimax groups, II: The singular caseJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:41978833-af40-447b-aef1-d6d67f644804Symplectic Elements at OxfordElsevier2006Segal, D<p>The main results of [D. Segal, On the group rings of abelian minimax groups, J. Algebra 237 (2001) 64–94], and of related papers by J.E. Roseblade and C.J.B. Brookes, are extended to group rings <em>kG</em> where the characteristic of the field <em>k</em> occurs in the spectrum of the abelian minimax group <em>G</em>.</p>
spellingShingle Segal, D
On the group rings of abelian minimax groups, II: The singular case
title On the group rings of abelian minimax groups, II: The singular case
title_full On the group rings of abelian minimax groups, II: The singular case
title_fullStr On the group rings of abelian minimax groups, II: The singular case
title_full_unstemmed On the group rings of abelian minimax groups, II: The singular case
title_short On the group rings of abelian minimax groups, II: The singular case
title_sort on the group rings of abelian minimax groups ii the singular case
work_keys_str_mv AT segald onthegroupringsofabelianminimaxgroupsiithesingularcase