Dedekind-infinite set
1. Definition
A set \(S\) is called Dedekind-infinite, if there exists a proper subset \(B \subsetneq S\) and a bijection
\begin{align*} \varphi: B \rightarrow S \end{align*}A set \(S\) is called Dedekind-infinite, if there exists a proper subset \(B \subsetneq S\) and a bijection
\begin{align*} \varphi: B \rightarrow S \end{align*}Date: nil
Created: 2024-10-11 Fr 21:24