to be a partial order because of cycles in the class graph. I haven't
given a great deal of thought to how well Sod would cope with a cyclic
class graph.} %
+We write $d \succeq c$ and say that $d$ is a superclass of $c$ if and only if
+$c \preceq d$.
The problem comes when we try to resolve inheritance questions. A class
should inherit behaviour from its superclasses; but, in a world of multiple