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- Edit made at Wikidata
- r
- Edit flagged by ORES
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- New page
- m
- Minor edit
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6 April 2025
- diffhist Wikipedia:Stub 05:44 0 Yelps talk contribs (Up to date now) Tags: Mobile edit Mobile web edit Advanced mobile edit
3 April 2025
- diffhist m Image (mathematics) 06:51 −1 Mps7 talk contribs (→Image of a subset)
- diffhist Emil Artin 00:18 +46 Citrus Lover talk contribs (add link to List of second-generation Mathematicians)
2 April 2025
- diffhist Mathematics 17:36 −1 Remsense talk contribs (Undid revision 1283597406 by Redenmara (talk): did not fix punctuation) Tag: Undo
- 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 Set (mathematics) 17:55 +914 D.Lazard talk contribs (→Cardinality of the real numbers: section rewritten)
- diffhist Set (mathematics) 16:54 +383 D.Lazard talk contribs (→Internal disjoint union: completing the section)
- diffhist Set (mathematics) 10:53 +501 D.Lazard talk contribs (→Internal disjoint union: new section, still to be completed)
- diffhist m Abelian group 04:26 +2 BardRapt talk contribs (→A note on typography: often→usually)
30 March 2025
- diffhist m Set (mathematics) 20:25 +1 Arjayay talk contribs (Refering > Referring)
- 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 Set (mathematics) 18:05 −697 D.Lazard talk contribs (→Partitions: rm section for moving upward)
- diffhist Set (mathematics) 18:02 −1,093 D.Lazard talk contribs (→Principle of inclusion and exclusion: not in this article. This belongs to Finite set or Combinatorics)
- diffhist Set (mathematics) 17:58 +2,085 D.Lazard talk contribs (→Infinite cardinalities: New version of the section)
- 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