Graph Reduction

A technical term, taken from its FOLDOC entry:

A technique invented by Chris Wadsworth where an expression is represented as a directed graph (usually drawn as an inverted tree). Each node represents a function call and its subtrees represent the arguments to that function. Subtrees are replaced by the expansion or value of the expression they represent. This is repeated until the tree has been reduced to a value with no more function calls (a normal form).

In contrast to string reduction, graph reduction has the advantage that common subexpressions are represented as references to a single instance of the expression which is only reduced once. It is the most commonly used technique for implementing lazy evaluation.

This page is linked from: Linear Graph Reduction   Rewrite Logic 101   Sprint   TIGRE