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Edithistory:Superperfect group

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oldid date/time username edit summary
1380805874 2026-10-18T01:01:21Z Barçaforlife Nominated for deletion; see [[:Wikipedia:Articles for deletion/Superperfect group]].
1380759160 2026-10-17T18:13:15Z AnomieBOT Dating maintenance tags: {{No footnotes}}
1380756594 2026-10-17T17:52:57Z Barçaforlife
1162868627 2023-07-01T15:32:37Z Mtb-za #suggestededit-add 1.0
1046630584 2021-09-26T17:26:54Z 2A02:1812:110C:DC00:4993:8F90:AD74:25E2
929072891 2019-12-03T13:58:05Z Colonies Chris
890898079 2019-04-04T08:25:10Z 162.105.210.136 /* Examples */
513499191 2012-09-19T08:08:57Z 99.241.86.114 latex to html
468916999 2012-01-01T10:56:50Z Qetuth more specific stub type
356819174 2010-04-18T17:35:53Z 99.231.110.182
325909295 2009-11-15T02:49:21Z Nbarth /* References */ remove excess cat
325908208 2009-11-15T02:40:28Z Nbarth [[WP:UNDO|Undid]] revision 325905632 by [[Special:Contributions/Nbarth|Nbarth]] ([[User talk:Nbarth|talk]]) homo sphere doesn’t follow afaict
325908160 2009-11-15T02:40:04Z Nbarth [[WP:UNDO|Undid]] revision 325905698 by [[Special:Contributions/Nbarth|Nbarth]] ([[User talk:Nbarth|talk]]) reverting homospheres
325905698 2009-11-15T02:21:45Z Nbarth /* Examples */ cong
325905632 2009-11-15T02:21:13Z Nbarth /* Examples */ more homo spheres
325905019 2009-11-15T02:16:25Z Nbarth more classic
325904410 2009-11-15T02:12:02Z Nbarth elaborate example
168215130 2007-10-31T01:36:26Z JackSchmidt relation to schur multiplier
154870770 2007-08-31T19:40:55Z Charles Matthews
146811890 2007-07-24T18:24:23Z 192.75.48.150 link [[binary icosahedral group]] which now exists
130489878 2007-05-13T06:44:27Z 69.107.100.159 fixed contradiction regarding acyclic groups
122709824 2007-04-14T09:21:14Z Charles Matthews
122678683 2007-04-14T04:49:30Z Turgidson expand, add ref
117556870 2007-03-24T17:33:01Z Jrolland Changed awkward grammar
113748534 2007-03-09T03:32:37Z Turgidson connection with homology spheres
113747470 2007-03-09T03:26:27Z Turgidson light copyedit, add cat
113617060 2007-03-08T17:48:12Z Jrolland Indicated why superperfect implies perfect
113502558 2007-03-08T04:39:05Z Oleg Alexandrov linkify
113372754 2007-03-07T18:52:59Z Discospinster stub
113355757 2007-03-07T17:32:35Z Jrolland [[WP:AES|←]]Created page with 'In mathematics, in the realm of group theory, a group is said to be superperfect if and only if its first two homology groups are trivial.'