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19 May 2025
- diffhist Manifold 17:26 −13 D.Lazard talk contribs (→Mathematical definition: Every defition of a mathematical concept is a mathematical definition)
- diffhist Manifold 17:23 −160 D.Lazard talk contribs (→Mathematical definition: rm nonsense: non-topological manifolds do not exist)
- diffhist Manifold 17:19 −10 D.Lazard talk contribs (Reverted 3 edits by 74.123.17.233 (talk): This war grammatically correct, and the change makes it nonsensical) Tags: Twinkle Undo
- diffhist Manifold 16:57 +10 74.123.17.233 talk (→Mathematical definition: fixed grammatical error) Tag: Reverted
- diffhist Manifold 16:55 0 74.123.17.233 talk (→Mathematical definition) Tag: Reverted
- diffhist Manifold 16:50 0 74.123.17.233 talk (→Mathematical definition: fixed grammatical error of a fragment instead of a clause) Tag: Reverted
18 May 2025
- diffhist Critical point (mathematics) 15:42 −2 Ninjamin talk contribs (→top: small clarification (while critical points may be defined differently by different sources, stationary points are always only those with zero derivative, not the ones without a derivative)) Tag: 2017 wikitext editor
- diffhist Mathematics 09:11 +71 D.Lazard talk contribs (→Algebra: adding Moderne Algebra)
- diffhist Mathematics 04:26 −14 Finitefields talk contribs (Undid revision 1290945479 by Finitefields (talk). Referring to algebra as the art/study of manipulating formulas is used multiple times in the page, so I'm undoing and moving the discussion to the talk page.) Tag: Undo
- diffhist Mathematics 02:58 +14 Finitefields talk contribs ("The study of formulas and related structures" is a misrepresentation of algebra. The Wikipedia page for algebra itself does not use the word formula until paragraph 18.) Tags: Reverted Visual edit
15 May 2025
- diffhist Diffeomorphism 19:23 +13 Mathwriter2718 talk contribs (Fix mistake: differentiable is not the same thing as continuously differentiable)
14 May 2025
- diffhist m Hessian matrix 11:20 −28 Sourish1997 talk contribs (The Hessian matrix is symmetric, so it is it's own transpose. So saying that the Hessian is the Jacobian of the gradient is the cleanest statement and avoids any needless transposes.)