View source for Locally finite order

An [[order relation]] on a [[partially ordered set]] $(X,{\le})$ in which every [[Interval and segment|interval]] is finite: for any given $a,b \in X$, there are only finitely many $x \in X$ such that $a \le x \le b$.

====References====
* Kung, Joseph P. S.; Rota, Gian-Carlo; Yan, Catherine H. ''Combinatorics. The Rota way''. Cambridge University Press (2009) {{ISBN|978-0-521-73794-4}} {{ZBL|1159.05002}} p.106