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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.
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W. ACKERMANN. Solvable Cases of the Decision Problem. 114 pp., 1954, Amsterdam.
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ALONZO CHURCH Special cases of the decision problem, Revue philosophique de Louvain 49 (1951), 203-221 ; a corvection, ibid., 50 (1952), 279-272.
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ALONZO CHURCH. Introduclion lo Mathentatical Logie, I 376 pp., 1956, Princeton.
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M. DAVIS AND H. PUTNAM. A computational proof procedure. AFOSR, 1959 (submitted to Journal of Association for Computing Machinery).
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B. DREBEN. On the completeness of quantification theory. Proc. Nat. Acad. Sci, USA, 38 (1952), 1047-1052.
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B. DREBEN. Systematic treatinent of the decision problem. Summaries of talks at the Summer Institute of Symbolic Logic, p. 36:1, 11957, Cornell.
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B. DUNHAM, R. FRIDSHAL, AND G. L. SWARD. A nonheuriaie program for proving clement ary logical theorems (abstrct). Comm. ACM , 2 (1959), 19 20.
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P. C. GILMORE. A proof method for quantification theory its justificalion and realization. IBM J, Res. Develop. (1960), 28-35.
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J. HERBRAND. Recherches sur la Theorie de la Demontication. 128 pp., 1930, Warsaw.
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J. HERBRAND. Sur le prohleme fundamental de la logique mathematique Compt, rend. Soc. Sci. Lettres Varsorie, Classe III, 24 (1931), 12-56.
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K. J. J. HINTIKKA. Vicious circle principle and the paradox J. Symbol. Logic, 22 (1957), 2,15-249.
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L. KALMAR. Uber die Erfullbarkeit derjenigen Zahlausdrucke, welehe in der Normalform zwei benachbarte Allzeichen enthalten. Math.. Ann. 108 (1933), 466-484.
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DIETER KLACA. Systematische Behandling der losbaren Falle des Entseheidungsprobtcms fur den Pradikatenkalkul der ersten Stufe. Zeil. math. Logik Grundl. Math. 1 (1955 264-270.
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E. LANDAU. Grundlagen der Analysis, 1930, Leizig.
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W. V. QUINE. Methods of Logic. 1950 and 1958, New York
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T. SKOLEM. Uber die mathmatische Logik. Norsk Mat. Tidsskrift, 10 (1928), 125-142.
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E. SPECKER. The axiom of choice in Quinc's new foundations for mathematical logic. Proc. Nat. Acad. Sci. USA, 28 (1953), 972-975.
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HAO WANG. A theory of constructive types. Methods 1 (1949) 374-384.
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HAO WANG. Circuit synthesis by solving sequential Boolean equations. Zeit. math. Logik Grundl. Mathe. 5 (1959), 29b.322.
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HAO WANG. Toward mechanical mathematics. IBM J., Res. Develop. 4 (1960), 2-22.
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CITED BY 9
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William F. Atchison , Samuel D. Conte , John W. Hamblen , Thomas E. Hull , Thomas A. Keenan , William B. Kehl , Edward J. McCluskey , Silvio O. Navarro , Werner C. Rheinboldt , Earl J. Schweppe , William Viavant , David M. Young, Jr., Curriculum 68: Recommendations for academic programs in computer science: a report of the ACM curriculum committee on computer science, Communications of the ACM, v.11 n.3, p.151-197, March 1968
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