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D: Edit made at Wikidata
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14 July 2025

diffhist Vector space 11:13 +228 Goodphy talk contribs (→Matrices: Added a reason why a matrix form of a linear map is also a linear map.) Tag: Visual edit

13 July 2025

diffhist Wikipedia:Stub 03:43 −719 Danbloch talk contribs (→Basic information: remove a paragraph - no useful information about stubs)

12 July 2025

diffhist Vector space 03:40 +37 Goodphy talk contribs (→Definition and basic properties: Added that a vector space over a field F is also called F-vector space, in the vector space definition section (Definition and basic properties).) Tag: Visual edit
diffhist Vector space 03:37 +301 Goodphy talk contribs (→Linear maps and matrices: Removed the converse of a statement "if two vector spaces are same in dimension, then they are isomorphic" because the proof of the converse seems not existing in this section.) Tag: Visual edit

11 July 2025

diffhist Module:Footnotes/whitelist 03:39 +138 Hike395 talk contribs (add per Talk)

10 July 2025

diffhist Module:Footnotes/whitelist 16:06 +12 Jonesey95 talk contribs (tweak Cite OGN)

9 July 2025

diffhist Module:Footnotes/whitelist 10:00 +403 Hike395 talk contribs (correct addition of Merriam-Webster to whitelist)
diffhist Module:Footnotes/whitelist 08:43 +23 Hike395 talk contribs (one more template)
diffhist Module:Footnotes/whitelist 08:30 +94 Hike395 talk contribs (add Merriam-Webster to pattern whitelist, because of lack of date)
diffhist Vector space 06:15 +789 Goodphy talk contribs (→Linear maps and matrices: Added a proof that, if two vector spaces are same in dimension, then they are isomorphic, because of a possible one-to-one correspondence between their bases.) Tag: Visual edit
diffhist m Vector space 03:57 +5 Goodphy talk contribs (→Linear maps and matrices: Slightly improved sentences.) Tag: Visual edit

8 July 2025

diffhist Spectral theory 19:13 0 216.117.60.250 talk (→Resolvent operator)

7 July 2025

diffhist Set (mathematics) 21:00 +3 D.Lazard talk contribs (→Algebra of subsets: "The set" refers to U, not to any subset)