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Masami Hagiya. Generalization from partial parameterization in higher-order type theory. Theoretical Computer Science, 63:113--139, 1989.

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Unification and Anti-Unification in the Calculus of Constructions - Pfenning (1991)   (31 citations)  (Correct)

....operations on proofs is that of generalization: we abstract away from the particulars of a proof to obtain a more general one. Generalization from one proof (or explanation based generalization, in the terminology of the Artificial Intelligence literature) has been investigated by Hagiya [9] in the setting of type theory, and by Dietzen and the author in setting of Prolog [4] Our extension to the Calculus of Constructions yields an algorithm for finding the least general generalization (or anti unifier) of two proofs, which may be a more general proof schema. The restriction to ....

Masami Hagiya. Generalization from partial parameterization in higher-order type theory. Theoretical Computer Science, 63:113--139, 1989.


Unification and Anti-Unification in the Calculus of.. - Frank Pfenning School (1991)   (31 citations)  (Correct)

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Masami Hagiya. Generalization from partial parameterization in higher-order type theory. Theoretical Computer Science, 63:113--139, 1989.

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