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Logic and logic programming
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Communications of the ACM archive
Volume 35 ,  Issue 3  (March 1992) table of contents
Pages: 40 - 65  
Year of Publication: 1992
ISSN:0001-0782
Author
J. A. Robinson  Office of the University Professor, Syracuse University, Syracuse, NY
Publisher
ACM  New York, NY, USA
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REFERENCES

Note: OCR errors may be found in this Reference List extracted from the full text article. ACM has opted to expose the complete List rather than only correct and linked references.

1
 
2
Barktumt, J., Parallel unification, Ph.D. thesis, Computing Science Department, Uppsala Univertsity, 1990,.
 
3
Baxter, L.D. An efficient unification algorithm. Tech. Rep. CS-73- 23, Department of Computer Science, University of Waterloo, 1973.
 
4
 
5
Boyer, R.S., and Moore, J.S., The Sharing of Structure in Theorem Proving Programs. Math. Intell. 7 1972), 101-116.
 
6
Church, A. A note on the entcheidungs problem. J. Symbolic Logic I (1936).
 
7
Colmerauer. A. Les Systemes-Q ou un formalisme pour analyser et synthesizer des phrases sur ordinateur. Rep. 43, Department of Computer Science, University of Montreal, 1970.
 
8
Colmerauer, A., Kanoui, H., Pasero, R. and Roussel, P. Un systeme de communication hommemachine en Francais. Tech. Rep., Groupe d'Intelligence Artificille, Universite d'Aix Marselle II, Luminy, France, 1973,
 
9
Davidon, W. Personal communication, 1962.
 
10
Davis, M. Eliminating the irrelevant from mechanical proofs. In Proceedings, Symposix of Applied Mathematics 15, American Mathematical Society, 1963, pp. 15-30. (Reprinted in (44), vol. 1, 315-330).
 
11
12
 
13
 
14
Frege, G. Begriffsschrifft, a Formula Language, Modelled Upon that of Arithmetic, for Pure Thourght, English translation in (48), 1-82.
 
15
Gentzen, G. The Collected Papers of Gerhard Genturn. M.E., Szabo Ed., North-Holland, 1969,
 
16
Gilmore, P.C. A Proof Method for Quantification Theory: its Justification and Realzation. IBM J. Res. Dew 4 (1960), 28-35, (Reprinted in {44}, volume 1, 151-158.
 
17
Godel, R. The Completnes of the Axioms of the Functional Calculus of Logic, 1930. English tranlsation, with commentary, in {48}, 582-291.
 
18
Green, C.C. The application of theorem-proving to problem solving. In proceedings of the first International Joint Conference on Artificial Intelligence (Washington: D,C., 1969), p.p. 219-240,
 
19
Herbrand, J. Investigation in Proof Theory (1930). English translation of main parts: with: commentary, in {48}, 525-581, and of entire thesis in Jacques Herbraud: Logical Writings (edited by Warren Goldfarb), Harvard, 1971, 44-202.
 
20
Hewitt, C. PLANNER: A lanffuage for proving theorems in robots. In Proceedings of the first International joint Conference on Artificial Intelligence, (Wash., D.C., 1969), pp. 295-301.
 
21
Hill, R. LUSH Resolution and its Completeness. DCL Mem. 78, Department of Artificial Intelligence, University of Edinburgh, 1974.
 
22
Huet, G. Resolution des equations dam tangages d'order 1, 2 .... co. These d'Etat, Universite Paris VII, 1976.
 
23
Kneale, W.C. and Kneale, M. The Development of Logic. Oxford, 1962.
 
24
Kowalski, R.A. Predicate Calculus as a Programming Language. In Proceedings of Sixth IFIP Congress, North Holland, 1974 pp.569-574.
 
25
26
 
27
Kowalski, R.A. and Kuehenr d.- Linear Resolution with Selection Function. Artificial Intelligence 2 (1971), 227-260. (Reprinted in {44}, volume 1, 542-577).
28
 
29
L6wenheim, L. On Possibilities in the Caicui~ of Relatives, i9 i5. English translation in {48}, 228-251.
 
30
Luckham, D. Refinement Theorems in Resolution Theory. Lecture Notes in Mathematics 125, Springer, 1970, 163-190.
 
31
McCarthy, j. Programs with Common Sense. In Proceedings of a S?nposium on the Mechanization oJ Thought H.M. Stationery Office, London, 1959. (Reprinted in Semantic Information Processing MIT Press, 1968).
 
32
 
33
Newell, A., Empirical explorations with the logic theory machine- A case the Western Joint Computer Conference (1957), pp. 218-239. (Reprinted in
 
34
Prawitz, D. An Improved Proof Procedure. Theo~a 26 (1960) 102-139. (Reprinted in {44}, volume !, !59- 199, with a preface by the author).
35
 
36
Raphael, B. Programming a robot. gress, North Holland, 1968, 135- I39.
 
37
Done by Man, Logician, or Machine). Summaries of talks presented at the Summer Institute for Symbolic Logic. Communications Research Division, Institute for Defense Analysis, Princeton, 1957. (Reprinted in {44}, volume 1, 74- 76).
38
39
 
40
Robinson, J.A. Automatic Deduc- Comput. Math. I (1965), 227-234. (Reprinted in {44}, volume 1,416-
 
41
Robinson, J.A. Computational logic: the unification computation. Machine Intell. 6 (1970), 63-72.
 
42
Robinson, J.A. Fast Unification. Tagung fiber Automatisches Beweisen, Mathematics Forschungsinstitut Oberwolfach, 1976.
 
43
Robinson, G.A. and Wos, L.~ Paramodulation and theorem proving in first-order theories with equality. Machine intell. 4 (1969), 103-133.
 
44
Siekmann, J.H. and Wrightson, G. Eds. Automation of Reasoning. Classical Papers on Computational Logic (1957-1966). Two volumes,
 
45
Skolem, T. Logico-combinatorial Investigations in the Satisfmbility or t/ons (1920). English translation, with commentary, in {48}, 252-263.
 
46
Tarski, A. Logic, Semantics Metamathematics: Papers from 1923 to 1938, translated by J.H. Woodger, Oxford 1956.
 
47
Turing, A.M. On computable numbers, with an application to the entscheidungsproblem. In Proceedings of the London Mathematical Society, 1937. (Reprinted in {11}).
 
48
van Heijenoort, j. Ed. From Frege to Godet; A Source Book in Mathematical Logic, 1879-1931. Harvard Univer-
 
49
Wang, H. Towards mechanical mathematics. IBM J. Res. Dev. 4 volume 1, 244-264).
 
50
Warren, D.H.D. Implementing PROLOG--compiling predicate logic programs (Res. Rep. 39 and 40), and Logic programming and Department of Artificial Intelligence, University of Edinburgh,
 
51
 
52
Wos, L.T., Carson, D. and Robinson, G.A. The unit preference strategy in theorem proving. AFIPS Conference Proceedings 26, Spartan Books, Wash. D.C., 1964, pp. 615- 621. (Reprinted in {44}, vol. 1,387-
53
 
54
J.W.Llloyd's Foundations of Logic Programming (second, extended edition, Springer-Veriag i987) and Logic, Programming and Proiog by Ulf Nilsson and Jan Maluszynski (Wiley, i990)
 
55
The Art of Prolog by L. Sterling and E. Shapiro (MIT Press, i986);
 
56
 
57
 
58
 
59
 
60
Parallel Logic Programming by Evan Tick (MIT Press, 1991).