Download 7th International Conference on Automated Deduction: Napa, by Jörg H. Siekmann (auth.), R. E. Shostak (eds.) PDF

By Jörg H. Siekmann (auth.), R. E. Shostak (eds.)

The 7th overseas convention on computerized Deduction used to be held may perhaps 14-16, 19S4, in Napa, California. The convention is the first discussion board for reporting examine in all facets of computerized deduction, together with the layout, implementation, and functions of theorem-proving structures, wisdom illustration and retrieval, software verification, good judgment programming, formal specification, application synthesis, and similar parts. The provided papers comprise 27 chosen via this system committee, an invited keynote tackle by way of Jorg Siekmann, and an invited ceremonial dinner tackle by way of Patrick Suppes. Contributions have been offered through authors from Canada, France, Spain, the uk , the USA, and West Germany. the 1st convention during this sequence used to be held a decade prior in Argonne, Illinois. Following the Argonne convention have been conferences in Oberwolfach, West Germany (1976), Cambridge, Massachusetts (1977), Austin, Texas (1979), Les Arcs, France (19S0), and ny, long island (19S2). application Committee P. Andrews (CMU) W.W. Bledsoe (U. Texas) previous chairman L. Henschen (Northwestern) G. Huet (INRIA) D. Loveland (Duke) earlier chairman R. Milner (Edinburgh) R. Overbeek (Argonne) T. Pietrzykowski (Acadia) D. Plaisted (U. Illinois) V. Pratt (Stanford) R. Shostak (SRI) chairman J. Siekmann (U. Kaiserslautern) R. Waldinger (SRI) neighborhood preparations R. Schwartz (SRI) iv CONTENTS Monday Morning common Unification (Keynote handle) Jorg H. Siekmann (FRG) .

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Of 5th Workshop on Automated Deduction', Springer Lecture Notes, 1980 [JP73J D. Jensen, T. Pietrzykowski: 'Mechanising A-order type theory through unification', Rep. C873-l6, Dept. of Applied Analysis and Compo 4, 1972 G. 5th [JKK82j J. Jouannaud, C. Kirchner, R. Kirchner: 'Incremental Unification in Equational Theories', Universite de Nancy; Informatique, 82-R-047, 1982 [KB7 0 j D. E. B. Bendix: 'Simple word Problems in Universal Algebras', in: Computational Problems in Abstract Algebra, J. Leech (ed), Pergamon Press, Oxford, 1970 [KK82j D.

Whe r e is t h e e xact bor d e r l ine? P9 : (P10): @ = 01. @ ? L , e . are t h e c a noni ca l t h eo ri e s a dmi s s i b le? ~ ? i. e. c a n ever y finitel y b ased t h e ory wi t h a d ecidable = ~ wor d p r o b lem b e e mbedded i nto a rewr ite s ystem? Th is wou l d hav e str ong i mplicat ions f o r uni v ersal u n i f i c a t i o n alg o r i t hms. P11 : ( permutative theorie s ) . l i flJ i E { 1 , w , w1 } . Does t here ex i s t a t ype co n f o rm a l u niv er s al uni f i cat i on a l g o r ithm f or flJi?

A. Robinson: 'Computational Logic: The Unification Computation', Machine Intelligence, vol. 6, 1971 [RS78 j P. Raulefs, J. Siekmann: 'Unification of Idempotent Functions', Universitat Karlsruhe, Techn. Report, 1978 the [RSS79j P. Raulefs, J, Siekmann, P. Szabo, E. Unvericht: 'A short Survey on the State of the Art in Matching and Unification Problems, SIGSAM Bulletin, 13, 1979 [SB82J P. Szabo: 'Undecidability of the DA-Unification Problem', Proc. of GWAI, 1979 [SB82j J. Siekmann, P. H. ~YCIN: Computer Based Consultations', North Holland Publ.

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