unification 0.1.3 unification: ^0.1.3 copied to clipboard
Unification is an implementation of logical first-order unification. It follows Robinson's algorithm, and uses trampolining to avoid stack size limitation issues.
unification #
Unification is an implementation of logical first-order unification.
A first-order unification procedure unify is given by this library. It can be applied on two terms of type Termtype that are also given by the library.
The solution of a unification problem is a substitution, that is, a mapping assigning a symbolic value to each variable of the problem's expressions.
The unification procedure reports unsolvability for a given problem or computes the complete and minimal substitution set containing the most general unifier. This is a set covering all solutions containing no redundant members.
Example: #
import "package:tailcalls/tailcalls.dart";
import "package:unification/unification.dart";
var test = unify(
new List()
..add(
new Tupl(
new Term("b0", [new Term("b1", []),new Term("b2", [])]),
new Term("b0", [new Term("b1", []),new Term("b2", [])]),
),
),
).result();
var mgu = test;
print(mgu.toString());
Read more about unification in logic on Wikipedia.