Xref: utzoo sci.logic:832 comp.lang.prolog:2786 Path: utzoo!attcan!uunet!samsung!dali.cs.montana.edu!uakari.primate.wisc.edu!zaphod.mps.ohio-state.edu!rpi!uupsi!sunic!nuug!ulrik!humanist.uio.no!jtl From: jtl@humanist.uio.no Newsgroups: sci.logic,comp.lang.prolog Subject: Automated higher order logic Message-ID: <1990Jun7.164927.2631@ulrik.uio.no> Date: 7 Jun 90 16:49:27 GMT Sender: news@ulrik.uio.no (USENET News System) Organization: University of Oslo Lines: 14 I have become interested in automated theorem proving/theorem provers/proof procedures for second (and eventually higher) order logics and will appreciate recommendations for readings. Survey papers in particular. Since higher order logic is incomplete, one has of course to give up something. I would like to give up as little as possible, and I am in particular looking for procedures that are complete with respect to the generalized (Henkin) models, or which at least respect extensionality. I have looked on some papers on lambdaProlog and the paper "Automating Higher-order Logic" by Andrews and al (84). As far as I can see their systems are not extensional though.