Page history
Jump to navigation
Jump to search
7 September 2023
31 August 2023
6 September 2022
OfficialURL
no edit summary
OfficialURL
no edit summary
+46
OfficialURL
Add more info
+439
OfficialURL
no edit summary
+13
OfficialURL
Created page with "A set is said to be '''finite''' if its elements can be labeled with the numbers from \(1\) to \(n\), for some natural number \(n\). A set that isn't finite is said to be infinite. More precisely, a set \(S\) is finite when there exists \(n\in \mathbb N\) and a [https://en.wikipedia.org/wiki/Bijection bijective function] \(f:S\to\{<n\}\), where \(\{<n\}\) denotes the set of naturals less than \(n\). The unique natural for which this holds is called its cardina..."
+1,316