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4 April 2025
- diffhist Integer 17:54 0 MrSwedishMeatballs talk contribs (→Algebraic properties) Tags: Mobile edit Mobile web edit Advanced mobile edit
- diffhist Integer 17:51 0 MrSwedishMeatballs talk contribs (→Equivalence classes of ordered pairs) Tags: Mobile edit Mobile web edit Advanced mobile edit
- diffhist Integer 17:50 −4 MrSwedishMeatballs talk contribs Tags: Mobile edit Mobile web edit Advanced mobile edit
- diffhist Integer 17:49 0 MrSwedishMeatballs talk contribs (→History) Tags: Mobile edit Mobile web edit Advanced mobile edit
- diffhist Sheaf (mathematics) 16:46 −44 2607:ea00:107:3407:f0a1:5c4e:a892:d79d talk (Some readers learning to write mathematical notation may be misled by some of these superfluous symbols. Putting something in TeX into italics is nonsense and has no effect unless it is done WITHIN the TeX code. Also, superscripts and subscripts don't need {curly braces} unless there is more than one object in them. Thus x^\alpha or x^2 works, but x^{2\alpha} or x^{23} require braces.)
3 April 2025
- diffhist Sheaf (mathematics) 03:30 +9 2607:f140:400:a2:9061:7338:dc4a:47fe talk (→Ringed spaces and sheaves of modules: fix math mode typo) Tag: Visual edit: Switched
2 April 2025
- diffhist Mathematics 17:36 −1 Remsense talk contribs (Undid revision 1283597406 by Redenmara (talk): did not fix punctuation) Tag: Undo
- diffhist Sheaf (mathematics) 15:31 +57 Brainpolice talk contribs (→top: in itself, a grothendieck topology is not a generalization of a sheaf, so) Tags: Mobile edit Mobile app edit Android app edit App section source
- diffhist m Mathematics 13:58 +1 Redenmara talk contribs (Fixed punctuation) Tags: Reverted Mobile edit Mobile app edit iOS app edit App section source
1 April 2025
- diffhist m Abelian group 04:26 +2 BardRapt talk contribs (→A note on typography: often→usually)
30 March 2025
- diffhist Abelian group 19:09 +244 David Eppstein talk contribs (Undid revision 1283134590 by Germanomosconi1 (talk) they are about different things and do not contradict each other) Tag: Undo
- diffhist Abelian group 16:55 −244 Germanomosconi1 talk contribs (This sentence is in manifest contradiction with the immediately following statement: if G ≃ Z_n + Z_m and n divides m, then n and m can't be coprimes.) Tags: Reverted Visual edit