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Unification (computer science)
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==Unification of infinite terms== {{expand section|date=December 2021}} Background on infinite trees: * {{cite journal| author=B. Courcelle| author-link=Bruno Courcelle| title=Fundamental Properties of Infinite Trees| journal=Theoret. Comput. Sci.| year=1983| volume=25| issue=2| pages=95β169| doi=10.1016/0304-3975(83)90059-2| doi-access=free}} * {{cite book| author=Michael J. Maher| chapter=Complete Axiomatizations of the Algebras of Finite, Rational and Infinite Trees| title=Proc. IEEE 3rd Annual Symp. on Logic in Computer Science, Edinburgh|date=Jul 1988| pages=348β357}} * {{cite journal|author1=Joxan Jaffar |author2=Peter J. Stuckey | title=Semantics of Infinite Tree Logic Programming| journal=Theoretical Computer Science| year=1986| volume=46| pages=141β158| doi=10.1016/0304-3975(86)90027-7| doi-access=free}} Unification algorithm, Prolog II: * {{cite book| author=A. Colmerauer| author-link=Alain Colmerauer|title=Prolog and Infinite Trees| year=1982| publisher=Academic Press|editor1=K.L. Clark |editor2=S.-A. Tarnlund }} * {{cite book| author=Alain Colmerauer| chapter=Equations and Inequations on Finite and Infinite Trees| title=Proc. Int. Conf. on Fifth Generation Computer Systems| year=1984| pages=85β99| editor=ICOT}} Applications: * {{cite journal|author1=Francis Giannesini |author2=Jacques Cohen | title=Parser Generation and Grammar Manipulation using Prolog's Infinite Trees| journal=Journal of Logic Programming| year=1984| volume=1|issue=3 | pages=253β265| doi=10.1016/0743-1066(84)90013-X| doi-access=free}}
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