Program tactics and logic tactics

Annals of Mathematics and Artificial Intelligence

Volumn 17, Issue 2, 1996, Pages 235-259

  Giunchiglia, Fausto ^a,b   Traverso, Paolo ^a  

^a ITC IRST   (Italy)

^b UNIVERSITY OF TRENTO   (Italy)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 26444526288     PISSN: 10122443     EISSN: None     Source Type: Journal    
DOI: 10.1007/BF02127970     Document Type: Article

References (23)

1. A. Armando, Architetture Riflessive per la Deduzione Automatica, Ph.D. Thesis, DIST - University of Genoa (1993).
2. D. Basin and R. Constable, Metalogical frameworks, Proceedings of the Second Workshop on Logical Frameworks, Edinburgh, Scotland (1991). To appear as a chapter in a Cambridge University Press book.
3. R.S. Boyer and J.S. Moore, A Computational Logic, ACM monograph series (Academic Press, 1979).
4. R.S. Boyer and J.S. Moore, Metafunctions: proving them correct and using them efficiently as new proof procedures, in: The Correctness Problem in Computer Science, eds. R.S. Boyer and J.S. Moore (Academic Press, 1981) pp. 103-184.
5. R.S. Boyer and J.S. Moore, A theorem prover for a computational logic. Proceedings of the 10th Conference on Automated Deduction, Lecture Notes in Computer Science 449 (Springer-Verlag, 1990) pp. 1-15.
6. A. Bundy, The use of explicit plans to guide inductive proofs, Proc. of the 9th Conference on Automated Deduction, eds. R. Luck and R. Overbeek (Springer-Verlag, 1988) pp. 111-120. Longer version available as DAI Research Paper No. 349, Dept. of Artificial Intelligence, Edinburgh.
7. R. Cartwright and J. McCarthy, Recursive programs as functions in a first order theory (March, 1979). SAIL MEMO AIM-324. Also available as CS Dept. Report No. STAN-CS-79-17.
8. R.L. Constable, S.F. Allen, H.M. Bromley et al., Implementing Mathematics with the NuPRL Proof Development System (Prentice-Hall, 1986).
9. A. Felty, Implementing tactics and tacticals in a higher-order logic programming language. Journal of Automated Reasoning 11(1993) 43-81.
10. A. Felty and D. Howe, Tactic theorem proving with refinement tree proofs and metavariables, Proc. of the 12th Conference on Automated Deduction, ed. A. Bundy (Springer-Verlag, 1994) pp. 605-619.
11. A. Felty and D. Miller, Specifying theorem provers in a higher-order logic programming language. Proc. of the 9th Conference on Automated Deduction, eds, R. Luck and R. Overbeek (Springer-Verlag, 1988) pp. 61-80.
12. F. Giunchiglia, The GETFOL Manual - GETFOL version 1, Technical Report 92-0010, DIST - University of Genova, Genoa, Italy (1992).
13. F. Giunchiglia and A. Armando, A conceptual architecture for introspective systems. Forthcoming IRST-Technical Report (1993).
14. F. Giunchiglia and A. Cimatti, HGKM Manual - a revised version. Technical Report 8906-22, IRST, Trento, Italy (1989).
15. F. Giunchiglia and A. Cimatti, Introspective metatheoretic reasoning, Proc. of META-94, Workshop on Metaprogramming in Logic, Pisa, Italy (June 19-21, 1994). Also IRST-Technical Report 9211-21, IRST, Trento, Italy.
16. F. Giunchiglia and P. Traverso, Reflective reasoning with and between a declarative metatheory and the implementation code, Proc. of the 12th International Joint Conference on Artificial Intelligence, Sydney (1991) pp. 111-117. Also IRST-Technical Report 9012-03, IRST, Trento, Italy.
17. F. Giunchiglia and P. Traverso, A metatheory of a mechanized object theory. Artificial Intelligence 80 (1996) 197-241. Also IRST-Technical Report 9211-24, IRST, Trento, Italy (1992).
18. J. Goguen, Higher-order functions considered unnecessary for higher-order programming. Research Topics in Functional Programming, ed. D.A. Turner (Addison-Wesley, 1990) pp. 309-351.
19. J. Goguen, A. Stevens, H. Hilbrdink and K. Hobley, 2OBJ: a metalogical framework theorem prover based on equational logic, Phil. Trans. R. Soc. Lond. 339 (1992) 69-86.
20. J. Goguen, T. Winkler, J. Meseguer, K. Futatsugi and J. Jouannaud, Introducing OBJ, in: Applications of Algebraic Specification Using OBJ, eds. J. Goguen, D. Coleman and R. Gallimore (Cambridge, 1992).
21. M.J. Gordon, A.J. Milner and C.P. Wadsworth, Edinburgh LCF - A Mechanized Logic of Computation, Lecture Notes in Computer Science 78 (Springer-Verlag, 1979).
22. M. J. Gordon, R. Milner, L. Morris and C. Wadsworth, A metalanguage for interactive proof in LCF. CSR Report series CSR-16-77, Department of Artificial Intelligence, Dept. of Computer Science, University of Edinburgh (1977).
23. D.J. Howe, Computational metatheory in Nuprl, in: CADE9, eds. R. Lusk and R. Overbeek (1988).