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- Fesenko_group abstract "In mathematics, Fesenko groups are certain subgroups of the wild automorphism groups of local fields of positive characteristic (i.e. the Nottingham group), studied by Ivan Fesenko (Fesenko (1999)).The Fesenko group F(Fp) is a closed subgroup of the Nottingham group N(Fp) consisting of formal power series t + a2t1+2p+a3t1+3p+...with coefficients in Fp. The group multiplication is induced from that of the Nottingham group and is given by substitution. The group multiplication is not abelian. This group is torsion free (Fesenko (1999)), unlike the Nottingham group.This group is a finitely generated pro-p-group (Fesenko (1999)) and of finite width (Griffin (2005)). It can be realized as the Galois group of an arithmetically profinite extension of local fields (Fesenko (1999)).".
- Fesenko_group wikiPageExternalLink books?isbn=0817641718.
- Fesenko_group wikiPageID "30113160".
- Fesenko_group wikiPageLength "2174".
- Fesenko_group wikiPageOutDegree "14".
- Fesenko_group wikiPageRevisionID "695149309".
- Fesenko_group wikiPageWikiLink Abelian_group.
- Fesenko_group wikiPageWikiLink Automorphism.
- Fesenko_group wikiPageWikiLink Category:Group_theory.
- Fesenko_group wikiPageWikiLink Crelles_Journal.
- Fesenko_group wikiPageWikiLink Fesenko.
- Fesenko_group wikiPageWikiLink Ivan_Fesenko.
- Fesenko_group wikiPageWikiLink Local_field.
- Fesenko_group wikiPageWikiLink Mathematics.
- Fesenko_group wikiPageWikiLink Nottingham_group.
- Fesenko_group wikiPageWikiLink Power_series.
- Fesenko_group wikiPageWikiLink Subgroup.
- Fesenko_group wikiPageWikiLinkText "Fesenko group".
- Fesenko_group wikiPageUsesTemplate Template:Citation.
- Fesenko_group wikiPageUsesTemplate Template:Harvtxt.
- Fesenko_group subject Category:Group_theory.
- Fesenko_group hypernym Subgroups.
- Fesenko_group type EthnicGroup.
- Fesenko_group comment "In mathematics, Fesenko groups are certain subgroups of the wild automorphism groups of local fields of positive characteristic (i.e. the Nottingham group), studied by Ivan Fesenko (Fesenko (1999)).The Fesenko group F(Fp) is a closed subgroup of the Nottingham group N(Fp) consisting of formal power series t + a2t1+2p+a3t1+3p+...with coefficients in Fp. The group multiplication is induced from that of the Nottingham group and is given by substitution. The group multiplication is not abelian.".
- Fesenko_group label "Fesenko group".
- Fesenko_group sameAs Q5445626.
- Fesenko_group sameAs m.0g5798j.
- Fesenko_group sameAs Fesenkogrupp.
- Fesenko_group sameAs Q5445626.
- Fesenko_group wasDerivedFrom Fesenko_group?oldid=695149309.
- Fesenko_group isPrimaryTopicOf Fesenko_group.