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7 April 2025
6 April 2025
- diffhist Ideal (ring theory) 07:06 +99 TakuyaMurata talk contribs (→Generalizations: comment out what seems to be an irrelevant material)
- diffhist Wikipedia:Stub 05:44 0 Yelps talk contribs (Up to date now) Tags: Mobile edit Mobile web edit Advanced mobile edit
- diffhist Ideal (ring theory) 00:28 −8 Quondum talk contribs (→Generalizations: stating example without the ambiguity (a group is a set with an operation, and there are two to pick from here))
- diffhist Ideal (ring theory) 00:11 +27 Quondum talk contribs (→Examples and properties: more coherent formatting markup)
5 April 2025
- diffhist Gröbner basis 13:26 +307 D.Lazard talk contribs (→Dimension, degree and Hilbert series: fixing an error)
- diffhist Gröbner basis 09:26 +154 D.Lazard talk contribs (→Dimension, degree and Hilbert series: providing a citation)
4 April 2025
- diffhist Gröbner basis 17:20 +4 D.Lazard talk contribs (→Dimension, degree and Hilbert series: omitted word)
- diffhist Gröbner basis 17:16 −5 D.Lazard talk contribs (→Dimension, degree and Hilbert series: This is classical, probably in one of Cox-Little-O'shea books, and widely used in Maple (software))
- diffhist Gröbner basis 17:00 +477 Lesnail talk contribs (→Dimension, degree and Hilbert series: marking uncited and nonstandard definition of Hilbert series in the inhomogeneous case. Adding invariance of Hilbert series of initial ideals in the graded case.)
- diffhist Gröbner basis 09:28 −228 D.Lazard talk contribs (Reverted 2 edits by 2607:EA00:107:3C07:E59D:35A6:D7E8:742A (talk): The Hilbert series of the principal ideal x^2+y depends clearly on the monomial ordering) Tags: Twinkle Undo
3 April 2025
- diffhist Gröbner basis 23:17 −1 2607:ea00:107:3c07:e59d:35a6:d7e8:742a talk (→Dimension, degree and Hilbert series) Tag: Reverted
- diffhist Gröbner basis 23:17 +229 2607:ea00:107:3c07:e59d:35a6:d7e8:742a talk (→Dimension, degree and Hilbert series: The article falsely stated that the Hilbert series and polynomial depend on the choice of monomial ordering. See Ene-Herzog Proposition 4.29.) Tag: Reverted