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Comparing Approaches To Resolution Based Higher-Order Theorem Proving
2002
Synthese
We investigate several approaches to resolution based automated theorem proving in classical higher-order logic (based on Church's simply typed λ-calculus) and discuss their requirements with respect to Henkin completeness and full extensionality. In particular we focus on Andrews' higher-order resolution (Andrews 1971), Huet's constrained resolution (Huet 1972), higher-order E-resolution, and extensional higher-order resolution (Benzmüller and Kohlhase 1997) . With the help of examples we
doi:10.1023/a:1020840027781
fatcat:sghuiqlg6vd3dhgr2f6clo4ssq