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- D
- Edit made at Wikidata
- r
- Edit flagged by ORES
- N
- New page
- m
- Minor edit
- b
- Bot edit
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19 May 2025
- diffhist Elementary abelian group 12:15 +6 Jochen Burghardt talk contribs (→top: now redirects to here)
18 May 2025
- diffhist Multiplicative group 00:07 +4 Econterms talk contribs (→Group scheme of roots of unity: wikilink) Tag: 2017 wikitext editor
17 May 2025
- diffhist Special unitary group 00:23 +9 1234qwer1234qwer4 talk contribs (ce) Tags: Mobile edit Mobile app edit iOS app edit
16 May 2025
- diffhist m Abelian group 05:07 −1 BardRapt talk contribs (→References: W. M. Szmielew)
15 May 2025
- diffhist Diffeomorphism 19:23 +13 Mathwriter2718 talk contribs (Fix mistake: differentiable is not the same thing as continuously differentiable)
- diffhist m Algebraic group 15:28 +191 LucasBrown talk contribs (ce) Tag: Visual edit
- diffhist m Kernel (algebra) 14:44 0 Mr. X 235528 talk contribs (→Kernel structures)
- diffhist Abelian group 10:23 +22 Tea2min talk contribs (→Torsion-free and mixed groups: Use Template:Interlanguage link for link to German Wikipedia.)
- diffhist Abelian group 10:18 +1 Tea2min talk contribs (→Torsion-free and mixed groups: Fix interlanguage Wikipedia link.)
14 May 2025
- diffhist Abelian group 19:02 +47 BardRapt talk contribs (→Torsion-free and mixed groups: U. Albrecht)
- diffhist Abelian group 15:51 +5 Marius63 talk contribs (grammar fix)
- diffhist Image (mathematics) 12:04 +122 Jochen Burghardt talk contribs (Undid revision 1290300258 by Knotapun (talk): X,Y should be introduced here, they are used in the following paragraphs) Tag: Undo
- diffhist Classification of finite simple groups 06:12 −39 4Aleph4Omega4 talk contribs (→Notes)
- diffhist m Classification of finite simple groups 06:12 +101 4Aleph4Omega4 talk contribs (→Second-generation classification)
- diffhist Classification of finite simple groups 05:14 −754 4Aleph4Omega4 talk contribs (→Statement of the classification theorem: Like the Sporadic groups, the content of the "Lie groups" part of the theorem is to point to a specific list of groups (with a parameter that allows for an infinite family) that are simple. In the old writing, "group of Lie type" sounds like a property that directly tells you what the groups can be, but there's not even an agreed-upon formal definition.)