Common Lisp the Language, 2nd Edition


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28.1.5. Determining the Class Precedence List

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The defclass form for a class provides a total ordering on that class and its direct superclasses. This ordering is called the local precedence order. It is an ordered list of the class and its direct superclasses. The class precedence list for a class C is a total ordering on C and its superclasses that is consistent with the local precedence orders for C and its superclasses.

A class precedes its direct superclasses, and a direct superclass precedes all other direct superclasses specified to its right in the superclasses list of the defclass form. For every class C, define

where C in the order in which they are mentioned in the defclass form. These ordered pairs generate the total ordering on the class C and its direct superclasses.

Let C and its superclasses. Let R be

The set R may or may not generate a partial ordering, depending on whether the that they are consistent and that R generates a partial ordering. When the R is inconsistent.

To compute the class precedence list for C, topologically sort the elements of R. When the topological sort must select a class from a set of two or more classes, none of which are preceded by other classes with respect to R, the class selected is chosen deterministically, as described below. If R is inconsistent, an error is signaled.


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