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23 May 2025
- diffhist m Natural number 16:14 0 CycloneYoris talk contribs (Reverted edit by 103.205.69.42 (talk) to last version by Như Gây Mê) Tag: Rollback
- diffhist Natural number 16:12 0 103.205.69.42 talk Tags: Reverted Mobile edit Mobile web edit
22 May 2025
- diffhist Type theory 23:11 +4 David Eppstein talk contribs (more specific short description)
- diffhist Binary relation 20:17 −96 JayBeeEll talk contribs (Restored revision 1291346643 by Jochen Burghardt (talk): This is silly, no one reading this could be confused about whether these are the same) Tags: Twinkle Undo
- diffhist Natural number 14:05 +84 103.52.135.87 talk (→Generalizations: natural numbers arise from the two uses of counting and ordering: cardinal numbers and ordinal numbers. * A natural number can be used to express the size of a finite set; more precisely, a cardinal number is a measure for the size of a set, which is even suitable for infinite sets. The numbering of cardinals usually begins at zero, to accommodate the empty set <math>\emptyset</math>. This concept of "size" relies on maps between sets, such that two sets have...) Tags: Mobile edit Mobile web edit
21 May 2025
- diffhist m Identity (mathematics) 18:37 +106 Farkle Griffen talk contribs (Added disambiguation hatnote with "equality".) Tags: Mobile edit Mobile app edit iOS app edit App section source
- diffhist Binary relation 08:41 +8 Jochen Burghardt talk contribs (→Types of binary relations: suggest to move to paragraph end to avoid "...) (..."; BTW: functional and total is required in adtition) Tag: Reverted
- diffhist Binary relation 00:13 +88 Goodphy talk contribs (→Types of binary relations: Added a note to avoid confusion between injective in binary relations and injective functions.) Tags: Reverted Visual edit
20 May 2025
- diffhist Binary relation 16:55 −332 Jochen Burghardt talk contribs (Undid revision 1291265151 by Goodphy (talk): we can't and needn't enumerate all properties that aren't met) Tag: Undo
- diffhist Binary relation 03:44 +332 Goodphy talk contribs (→Types of binary relations: Helped to understand the definition of injective and functional.) Tags: Reverted Visual edit
- diffhist Leon Henkin 00:19 +2,336 Jon Kolbert talk contribs (Reference edited with ProveIt #proveit) Tag: ProveIt edit