|Título||Linear Second-Order Unification and Context Unification with Tree-Regular Constraints|
|Publication Type||Conference Paper|
|Year of Publication||2000|
|Authors||Levy J, Villaret M|
|Conference Name||Lecture Notes in Computer Science|
Linear Second-Order Unification and Context Unification are closely related problems. However, their equivalence was never formally proved. Context unification is a restriction of linear second-order unification. Here we prove that linear second-order unification can be reduced to context unification with tree-regular constraints. Decidability of context unification is still an open question. We comment on the possibility that linear second-order unification is decidable, if context unification is, and how to get rid of the tree-regular constraints. This is done by reducing rank-bound tree-regular constraints to word-regular constraints.
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