I'm looking for properties of circular-arc graphs, mainly its equivalence relations with more common graph classes. Simular to properties such as $\mathit{interval} \equiv \mathit{chordal} \cap \mathit{cocomparability}$, $\mathit{interval} \subset \mathit{circular\_arc}$
Graph classes equivalent to circular-arc graph
1
$\begingroup$
graph-theory
-
1You might fi$n$d the book Graph Classes: A Survey, A. Bra$n$dstadt, Van Bang Le and Jeremy Spinrad published by SIAM, 1999, of use. – 2012-02-10