fixpoint-theory-nov24/betastable/sections/sketchjan20.tex

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\begin{definitionOf}{chain}
Given a \Poset $\langle \LL, \lte \rangle$, a {\em chain} is a (possibly empty) set $C \subseteq \LL$ that is totally ordered, that is,
for all $x, y \in C$ either $x \lte y$ or $y \lte x$.
\end{definitionOf}