The algorithm is inspired by Cormen, Leiserson and Rivest (1990) ``Introduction to Algorithms'', chapter 23.

`topological-sort` `dag` | [Function] |

Returns a list of the objects in the directed acyclic graph, `dag`, topologically sorted. Objects are compared using `equal?`

. The graph has the form:

(list (obj1 . (dependents-of-obj1)) (obj2 . (dependents-of-obj2)) ...)

...specifying, for example, that `obj1`

must come before all the objects in `(dependents-of-obj1)`

in the sort.

`topological-sortq` `dag` | [Function] |

Returns a list of the objects in the directed acyclic graph, `dag`, topologically sorted. Objects are compared using `eq?`

. The graph has the form:

(list (obj1 . (dependents-of-obj1)) (obj2 . (dependents-of-obj2)) ...)

...specifying, for example, that `obj1`

must come before all the objects in `(dependents-of-obj1)`

in the sort.

`topological-sortv` `dag` | [Function] |

Returns a list of the objects in the directed acyclic graph, `dag`, topologically sorted. Objects are compared using `eqv?`

. The graph has the form:

(list (obj1 . (dependents-of-obj1)) (obj2 . (dependents-of-obj2)) ...)

...specifying, for example, that `obj1`

must come before all the objects in `(dependents-of-obj1)`

in the sort.