Abstract
It is popular practice to borrow metaphors between different fields of thought. When it comes to evaluating modal logic it is tempting to borrow from the anthropologists who seem to agree that our civilization has lived through two great waves of change in the past, the Agricultural Revolution and the Industrial Revolution. Where we stand today, where the world is going, is difficult to say. If there is a deeper pattern fitting all that is happening today, then many of us do not see it. All we know, really, is that history is pushing on.
This chapter is the result of collaboration on the following terms. Segerberg wrote Sections 1–9, Bull Sections 10–24. Although the authors met and together planned the paper, each wrote his part independently of the other with little ex post scripto discussion.
Segerberg wishes to thank S. K. Thomason (who conveniently spent part of his sabbatical 1982 at the University of Auckland) for a number of very useful critical comments.
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References
Ackerman, W.: 1956, ‘Begründung einer strengen Implikation’, J. Symbolic Logic 21, 113–128.
Alban, M. J.: 1943, ‘Independence of the primitive symbols of Lewis’ calculi of propositions’, J. Symbolic Logic 8, 24–26.
Anderson, A. R. and Belnap, N. D.: 1975, Entailment: The Logic of Relevance and Necessity, Vol. 1, Princeton University Press, Princeton.
Anderson, C. A.: 1980, ‘Some axioms for the logic of sense and denotation: Alternative (0)’, Noûs 14, 217–234.
Bayart, A.: 1959, ‘Quasi-adéquation de la logique modale du second ordre S5 et adéquation de la logique du premier ordre S5’, Logique et analyse 2, 99–121.
Becker, O.: 1930, ‘Zur Logik der Modalitäten’, Jahrbuch für Philosophie und phänom-enologische Forschung 11, 496–548.
Belnap, N. D.: 1981, ‘Modal and relevance logics:1977’, in E. Agazzi (ed.),Modern Logic — A Survey, Reidel, Dordrecht, pp.131–151.
Beth, E.W.: 1959, The Foundations of Mathematics: A Study in the Philosophy of Science, North-Holland, Amsterdam.
Blok, W. J.: 1980, ‘The lattice of modal algebras: An algebraic investigation’, J. Symbolic Logic 45, 221–236.
Blok, W. J.: 1980a, ‘Pretabular varieties of modal algebras’, Studia Logica 39, 101–124.
Boolos, G.: 1979, The Unprovability of Consistency: An Essay in Modal Logic, Cambridge University Press, Cambridge.
Bowen, K. A.: 1978, Model Theory for Modal Logic, Reidel, Dordrecht.
Bull, R. A.: 1965, ‘An algebraic study of Diodorean modal systems’, J. Symbolic Logic 30, 58–64.
Bull, R. A.: 1965a, ‘A modal extension of intuitionistic logic’, Notre Dame J. Formal Logic 6,142–146.
Bull, R. A.: 1966, ‘That all normal extensions of S4.3 have the finite model property’, Zeit Math. Logik. Grund. 12, 341–344.
Bull, R. A.: 1966a, ‘MIPC as the formalization of an intuitionist concept of modality’, J. Symbolic Logic 31, 609–616.
Bull, R. A.: 1967, ‘On the extension of S4 with CLMpMLp’, Notre Dame J. Formal Logic 8, 325–329.
Bull, R. A.: 1969, ‘On modal logic with propositional quantifiers’, J. Symbolic Logic 34, 257–263.
Bull, R. A.: 1982, Review, J. Symbolic Logic 47, 440–445.
Bull, R. A.: 1983, Review, J. Symbolic Logic 48, 488–495.
Carnap, R.: 1942, Introduction to Semantics, Harvard University Press, Cambridge, Mass.
Carnap, R.: 1947, Meaning and Necessity: A Study in Semantics and Modal Logic, The University of Chicago Press, Chicago.
Chellas, B. F.: 1980, Modal Logic: An Introduction, Cambridge University Press, Cambridge.
Church, A.: 1946, ‘A formulation of the logic of sense and denotation. Abstract’, J. Symbolic Logic 11, 31.
Church, A,: 1951: ‘A formulation of the logic of sense and denotation’, in P. Henle et al. (eds.), Structure, Method, and Meaning: Essays in Honor of Henry M. Scheffer, The Liberal Arts Press, New York, pp. 3–24.
Church, A.: 1951a,‘The weak theory of implication’, in Menne et al. (eds.), Kontrolliertes Denken: Untersuchungen zum Logikkalkül und der Einzelwissenschaften, Kommissions-Verlag Karl Alber, Munich, pp. 22–37.
Church, A.: 1973/4, ‘Outline of a revised formulation of the logic of sense and denotation’, Noûs 7, 24–33; 8, 135-156.
Cresswell, M.: 1967, ‘A Henkin completeness theorem for T’, Notre Dame J. Formal Logic 8, 186–190.
Curley, E. M.: 1975, ‘The development of Lewis’ theory of strict implication’, Notre Dame J. Formal Logic 16, 517–527.
Curry, H. B.: 1950, A Theory of Formal Deducibility, University of Notre Dame Press, Notre Dame, Ind.
Dugundj, J.: 1940, ‘Note on a property of matrices for Lewis and Langford’s calculi of propositions’, J. Symbolic Logic 5, 150–151.
Dummett, M. A. E. and Lemmon, E. J.: 1959, ‘Modal logics between S4 and S5’, Zeit. Math. Logik. Grund. 3, 250–264.
Esakia, L. and Meskhi, V.: 1977, ‘Five critical modal systems’, Theoria 43, 52–60.
Feys, R.: 1965, Modal Logics, Edited with some complements by Joseph Dopp, E. Nauwelaerts, Louvain and Gauthier-Villars, Paris.
Fine, K.: 1970, ‘Propositional quantifiers in modal logic’, Theoria 36, 336–346.
Fine, K.: 1971, ‘The logics containing S4.3’,Zeit. Math. Logik. Grund. 17, 371–376.
Fine, K.: 1972, ‘Logics containing S4 without the finite model property’, in W. Hodges (ed.), Conference in Mathematical Logic, London 1970, Lecture Notes in Mathematics 255, Springer-Verlag, Berlin, Heidelberg, New York, pp. 88–102.
Fine, K.: 1974, ‘An incomplete logic containing S4’, Theoria 40, 23–29.
Fine, K.: 1974a, ‘An ascending chain of S4 logics’, Theoria 40, 110–116.
Fine, K.: 1974b, ‘Logics containing K4, Part I’, J. Symbolic Logic 39, 31–42.
Fine, K.: 1975, ‘Some connections between elementary and modal logic’, in S. Kanger (ed.), Proceedings of the Third Scandinavian Logic Symposium, North-Holland, Amsterdam, pp. 15–31.
Fine, K.: 1975a, ‘Normal forms in modal logic’, Notre Dame J. Formal Logic 16, 229–234.
Fine, K.: 1977, ‘Prior on the construction of possible worlds and instants’, in A. N. Prior and K. Fine (eds.), Worlds, Times and Selves, Duckworth, London, pp. 116–161.
Fine, K.: 1977a, ‘Properties, propositions and sets’, J. Philosophical Logic 6, 135–191.
Fine, K.: 1978/81, ‘Model theory for modal logic’, J. Philosophical Logic 7, 125–156, 277-306, 10, 293-307.
Fine, K.: 1980/81/82, ‘First-order modal theories’, I: Sets, Noûs 15, 177–205; II: Propositions, Studia Logica 34, 159-202; III: Facts, Synthese, 53, 43-122.
Fischer Servi, G.: 1977, ‘On modal logic with an intuitionist base’, Studia Logica 36, 141–149.
Fischer Servi, G.: 1981, ‘Semantics for a class of intuitionist modal calculi’, in Maria Luisa Dalla Chiara (ed.), Italian Studies in the Philosophy of Science, Reidel, Dordrecht, pp. 59–72.
Fitch, F. B.: 1937, ‘Modal functions in two-valued logic’, J. Symbolic Logic 2, 125–128.
Fitch, F. B.: 1939, ‘Note on modal functions’, J. Symbolic Logic 4, 115–116.
Fitch, F. B.: 1948, ‘Intuitionistic modal logic with quantifiers’, Portugaliae Mathematica 7, 113–118.
Fitch, F. B.: 1952, Symbolic Logic: An Introduction, Ronald Press, New York.
Føllesdal, D.: ‘Von Wright’s modal logic’, in P. A. Schilpp (ed.), The Philosophy of Georg Henrik Von Wright, to appear.
Føllesdal, D. and Hilpinen, R.: 1971, ‘Deontic logic: An introduction’, in Hilpinen [1971], pp. 1–35.
Friedman, H.: 1975, ‘One hundred and two problems in mathematical logic’, J. Symbolic Logic 40, 113–129.
Gabbay, D. M.: 1976, Investigations in Modal and Tense Logics with Applications to Problems in Philosophy and Linguistics, Reidel, Dordrecht.
Gabbay, D. M.: 1981, Semantical Investigations in Heyting’s Intuitionistic Logic, Reidel, Dordrecht.
Gerson, M.: 1975, ‘The inadequacy of the neighbourhood semantics for modal logic’, J. Symbolic Logic 40, 141–148.
Gerson, M.: 1975a, ‘An extension of S4 complete for the neighbourhood semantics but incomplete for the relational semantics’, Studia Logica 34, 333–342.
Gerson, M.: 1976, ‘A neighbourhood frame for T with no equivalent relational frame’, Zeit. Math. Logik. Grund. 22, 29–34.
Gödel, K.: 1933,.‘Eine Interpretation des intuitionistischen Aussagenkalküls’, Ergebnisse eines mathematisches Kolloquiums 4, 39–40.
Goldblatt, R.I.: 1975, ‘First-order definability in modal logic’, J. Symbolic Logic 40, 3540.
Goldblatt, R. I.: 1976, ‘Metamathematics of modal logic’, Reports on Mathematical Logic 6, 41–78; 7, 21-52.
Goldblatt, R. I. and Thomason, S. K.: 1975, ‘Axiomatic classes in propositional modal logic’, in J. N. Crossley (ed.), Algebra and Logic, Lecture Notes in Mathematics 450. Springer-Verlag, Berlin, Heidelberg, New York, pp. 163–173.
Grzegorczyk, A.: 1981, ‘Individualistic formal approach to deontic logic’, Studia Logica 40, 99–102.
Guillaume, M.: 1958, ‘Rapports entre calculs propositionnels modaux et topologie impliqués par certaines extensions de la méthode de tableaux sémantiques’, Comptes rendus hebdomaires des séances de l’Académie des Sciences 246, 1140–1142, 2207-2210; 247, 1281-1283, Gauthiers-Villars, Paris.
Halldén, S.: 1949, ‘Results concerning the decision problem of Lewis’s calculi S3 and S6’, J. Symbolic Logic 14, 230–236.
Hansson, B. and Gärdenfors, P.: 1973, ‘A guide to intensional semantics’, in Modality, Morality and Other Problems of Sense and Nonsense: Essays Dedicated to Soren Halldén, Gleerup, Lund, pp. 151–167.
Hilpinen, R.: 1971, Deontic Logic: Introductory and Systematic Readings, Reidel, Dordrecht.
Hintikka, J.: 1955, Form and content in quantification theory. Acta Philosophica Fennica 8, 11–55.
Hintikka, J.: 1957, Quantifiers in Deontic Logic, Societas Scientiarum Fennica, Com-mentationes humanarum litterarum 23: 4. Helsingfors.
Hintikka, J.: 1961, ‘Modality and quantification’, Theoria 27, 119–128. Revised version reprinted in Hintikka [1969].
Hintikka, J.: 1962, Knowledge and Belief: An Introduction to the Logic of the Two Notions, Cornell University Press, Ithaca, N.Y.
Hintikka, J.: 1963, ‘The modes of modality’, Acta Philosophica Fennica 16, 65–82. Reprinted in Hintikka [1969].
Hintikka, J.: 1969, Models for Modalities: Selected Essays, Reidel, Dordrecht.
Hintikka, J.: 1969a, Review. J. Symbolic Logic 34, 305–306.
Hintikka, J.: 1975, ‘Carnap’s heritage in logical semantics’, In J. Hintikka (ed.), Rudolf Carnap, Logical Empiricist: Materials and Perspectives, Reidel, Dordrecht, pp. 217–242.
Hofstadter, A. and McKinsey, J. C. C.: 1939, ‘On the logic of imperatives.’ Philosophy of Sciences 6, 446–457.
Hughes, G. E. and Cresswell, M. J.: 1968, An Introduction to Modal Logic, Methuen, London, 1968. Second edition 1972.
Jeffrey, R. C.: 1967, Formal Logic: Its Scope and Limits, McGraw-Hill, New York.
Jónsson, B.: 1967, ‘Algebras whose congruence lattices are distributive’, Mathematica Scandinavica 21, 110–121.
Jónsson, E. and Tarski, A.: 1951, ‘Boolean algebras with operators. Part I’, Am. J. Math. 73, 891–939.
Kamp, J. A. W.: 1968, ‘On tense logic and the theory of order’, PhD dissertation, UCLA.
Kanger, S.: 1957,Provability in logic, Dissertation, Stockholm.
Kanger, S.: 1957a, New Foundations for Ethical Theory, Stockholm. Reprinted in Hilpinen[1971].
Kanger, S.: 1957b, ‘The Morning Star Paradox’, Theoria 23, 1–11.
Kanger, S.: 1957c, ‘A note on quantification and modalities’, Theoria 23, 131–134.
Kaplan, D.: 1966, Review, J. Symbolic Logic 31, 120–122.
Kaplan, D.: 1970, ‘S5 with quantifiable propositional variables, Abstract’, J. Symbolic Logic 35, 355.
Kneale, W. and Kneale, M.: 1962, The Development of Logic, Clarendon Press, Oxford.
Kripke, S.A.: 1959, ‘A completeness theorem in modal logic’, J. Symbolic Logic 24, 1–14.
Kripke, S.A.: 1963, ‘Semantical considerations on modal logic’, Acta Philosophica Fennica 16, 83–94.
Kripke, S.A.: 1963a, ‘Semantical analysis of modal logic I: Normal propositional calculi’, Zeit. Math. Logik. Grund. 9, 67–96.
Kripke, S.A.: 1965, ‘Semantical analysis of modal logic II: Non-normal modal propositional calculi’, in J. W. Addison et al. (eds.), The Theory of Models, North-Holland, Amsterdam, pp. 206–220.
Kuhn, S. T.: 1977, Many-sorted Modal Logics, Philosophical studies published by the Philosophical Society and the Department of Philosophy, University of Uppsala, Vol. 35, Uppsala.
Leivant, D.: 1981, ‘On the proof theory of the modal logic for arithmetic provability’, J. Symbolic Logic 46, 531–538.
Lemmon, E. J.: 1957, ‘New foundations for Lewis modal systems’, J. Symbolic Logic 22, 176–186.
Lemmon, E. J.: 1966, ‘Algebraic semantics for modal logics’, J. Symbolic Logic 31, 46–65, 191-218.
Lemmon, E. J.: 1977, An Introduction to Modal Logic, in collaboration with D. Scott, Blackwell, Oxford.
Lewis, C. I.: 1912, ‘Implication and the algebra of logic’, Mind, n.s., 21, 522–531.
Lewis, C. I.: 1918, A Survey of Symbolic Logic, University of California Press, Berkeley.
Lewis, C. I. and Langford, C. H.: 1932, Symbolic Logic. The Century Co., New York, London, 1932. Second edn, Dover, New York, 1959.
Lewis, D.: 1973, Counterfactuals. Harvard University Press, Cambridge, Mass.
Łukasiewicz, J.: 1953, ‘A system of modal logic’, J. Computing Systems 1, 111–149.
Łukasiewicz, J.: 1970, Selected Works, L. Borkowski (ed.), North-Holland, Amsterdam.
McCall, S.: 1967, Polish Logic 1920–1939, Clarendon Press, Oxford.
McKinsey, J. C. C.: 1941, ‘A solution of the decision problem for the Lewis systems S2 and S4 with an application to topology’, J. Symbolic Logic 6, 117–134.
McKinsey, J. C. C.: 1945, ‘On the syntactical construction of modal logic’, J. Symbolic Logic 10, 83–96.
McKinsey, J. C. C. and Tarski, A.: 1944, ‘The algebra of topology’, Annals of mathematics 45, 141–191.
McKinsey, J. C. C. and Tarski, A.: 1948, ‘Some theorems about the sentenital calculi of Lewis and Hey ting’, J. Symbolic Logic 13, 1–15.
Makinson, D.: 1966, ‘On some completeness theorems in modal logic’, Zeit. Math. Logik. Grund. 12, 379–384.
Makinson, D.: 1969, ‘A normal modal calculus between ? and S4 without the finite model property’, J. Symbolic Logic 34, 35–38.
Makinson, D.: 1970, ‘A generalisation of the concept of a relational model for modal logic’, Theoria 36, 331–335.
Makinson, D.: 1971, Aspectos de la logica modal, Instituto de matematica, Universidad Nacional del Sur, Bahia Bianca.
Makinson, D.: 1971a, ‘Some embedding theorems for modal logic’, Notre Dame J. Formal Logic 12, 252–254.
Maksimova, L. L.: 1975, [Pretabular extensions of Lewis’ S4.], Algebra i logika 14, 28–55.
Malinowski, G.: 1977, ‘Historical note’, in R. Wójcicki (ed.), Selected Papers on Lukasiewicz Sentential Calculi, Polish Academy of Sciences, Wrocław, pp. 177–187.
Mally, E.: 1926, Grundgesetze des Sollens: Elemente der Logik des Willens, Lenscher amp; Lugensky, Graz.
Montague, R.: 1963, ‘Syntactical treatments of modality, with corollaries on reflexion principles and finite axiomatizability’, Acta Philosophica Fennica 16, 153–167. Reprinted in Montague [1974].
Montague, R.: 1968, ‘Pragmatics’, in R. Klibansky (ed.), Contemporary Philosophy. A Survey, Vol. 1, La Nuova Editrice, Florence, pp. 102–122. Reprinted in Montague [1974].
Montague, R.: 1974, Formal Philosophy: Selected Papers of Richard Montague’, Edited with an introduction by Richmond H. Thomason, Yale University Press, New Haven, London.
Morgan, C.: 1979, ‘Modality, analogy, and ideal experiments according to C. S. Pierce’, Synthese 41, 65–83.
Mortimer, M.: 1974, ‘Some results in modal model theory’, J. Symbolic Logic 39, 496–508.
Ohnishi, M. and Matsumoto, K.: 1957/59, ‘Gentzen method in modal calculi’, Osaka Mathematical Journal 9, 113–130; 11, 115-120.
Parry, W. T.: 1934, ‘The postulates for “strict implication”’ Mind, n.s., 43, 78–80.
Parsons, C.: ‘Intensional logic in extensional language’, J. Symbolic Logic 47, 289–328.
Pratt, V.R.: 1980, ‘Application of modal logic to programming’, Studia Logica 34, 257–274.
Prawitz, D.: 1965, Natural Deduction; a Proof-theoretic Study (Stockhohn Studies in Philosophy, 3), Almqvist and Wiksell, Stockholm.
Prior, A. N.: 1955, Formal Logic, Clarendon Press, Oxford. Second edition 1962.
Prior, A. N.: 1957, Time and Modality, Clarendon Press, Oxford.
Prior, A. N.: 1967, Past, Present and Future, Clarendon Press, Oxford.
Rasiowa, H. and Sikorski, R.: 1963, The Mathematics of Metamathematics, Państwowe Wydawnictwo, Naukowe.
Rautenberg, W.: 1979, Klassische und nicht klassische Aussagenlogik, Vieweg, Brauns chweig, Wiesbaden.
Rescher, N. and Urquhart, A.: 1971, Temporal Logic, Springer-Verlag, New York and Vienna.
Ridder, J.: 1955, ‘Die Gentzensschen Schlussverfahren in modalen Aussagenlogiken I’, Indagationes mathematicae 17, 163–276.
Sahlqvist, H.: 1975, ‘Completeness and correspondence in the first and second order semantics for modal logic’, in Stig Kanger (ed.), Proceedings of the Third Scandinavian Logic Symposium, North-Holland, Amsterdam, pp. 110–143.
Schumm, G. F.: 1981, ‘Bounded properties in modal logic’, Zeit. Math. Logik. Grund. 27, 197–200.
Schütte, K.: 1968, Vollständige Systeme modaler und intuitionistischer Logik, Springer-Verlag, Berlin, Heidelberg and New York.
Scott, D.: 1971, ‘On engendering an illusion of understanding’, J. Philosophy 68, 787–807.
Scroggs, S. J.: 1951, ‘Extensions of the Lewis system S5’, J. Symbolic Logic 16, 112–120.
Segerberg, K.: 1968, Decidability of S4.1, Theoria 34, 7–20.
Segerberg, K.: 1970, ‘Modal logics with linear alternative relations’, Theoria 36, 301–322.
Segerberg, K.: 1971, An Essay in Classical Modal Logic, Philosophical studies published by the Philosophical Society and the Department of Philosophy, University of Uppsala, Vol. 13, Uppsala.
Segerberg, K.: 1982, Classical Propositional Operators: An Exercise in the Foundations of Logic, Clarendon Press, Oxford.
Segerberg, K.: [*], ‘Von Wright’s tense-logic’, in P. A. Schilpp (ed.) The Philosophy of Georg Henrik von Wright, to appear.
Shoesmith, D. J. and Smiley, T. J.: 1978, Multiple-Conclusion Logic, Cambridge University Press, Cambridge.
Smullyan, R. M.: 1968, First-order Logic, Springer-Verlag, New York, Heidelberg and Berlin.
Snyder, D. P.: 1971, Modal Logic and its Applications, Van Nostrand Reinhold, New York.
Sobinciński, B.: 1964, ‘Family K of the non-Lewis modal systems’, Notre Dame J. Formal Logic 5, 313–318.
Solovay, R. S. M.: 1976, Provability interpretations of modal logic. Israel journal of mathematics 25, 287–304.
Stalnaker, R.: 1968, ‘A theory of conditionals’, in N. Rescher (ed.), Studies in Logical Theory, Blackwell, Oxford, pp. 98–112.
Thomason, S. K.: 1972, ‘Semantic analysis of tense logics’, J. Symbolic Logic 37, 150–158.
Thomason, S. K.: 1972a, ‘Noncompactness in propositional modal logic’, J. Symbolic Logic 37, 716–720.
Thomason, S. K.: 1974, ‘An incompleteness theorem in modal logic’, Theoria 40, 30–34.
Thomason, S. K.: 1975, ‘Categories of frames for modal logic’, J. Symbolic Logic 40, 439–442.
Van Benthem, J. F. A. K.: 1975, ‘A note on modal formulae and relational properties’, J. Symbolic Logic 40, 55–58.
Van Benthem, J. F. A. K.: 1976, ‘Modal formulas are either elementary or not ΣΔ-elementary’, J. Symbolic Logic 41, 436–438.
Van Benthem, J. F. A. K.: 1978, ‘Two simple incomplete modal logics’, Theoria 44, 25–37.
Van Benthem, J. F. A. K.: 1979, ‘Canonical modal logics and ultrafilter extensions’, J. Symbolic Logic 44, 1–8.
Van Benthem, J. F. A. K.: 1979a, ‘Syntactic aspects of modal incompleteness theorems’, Theoria 45, 67–81.
Van Benthem, J. F. A. K. and Blok, W. J.: 1978, ‘Transitivity follows from Dummett’s axiom’, Theoria 44, 117–118.
Von Wright, G. H.: 1951, An Essay in Modal Logic, North-Holland, Amsterdam.
Von Wright, G. H.: 1951a, ‘Deontic logic’, Mind, n.s., 60, 1–15.
Von Wright, G. H.: 1968, ‘An essay in deontic logic and general theory of action with a bibliography of deontic and imperative logic’, Acta Philosophica Fennica 21.
Von Wright, G. H.: 1981, ‘Problems and prospects of deontic logic: A Survey’, in Evandro Agazzi (ed.), Modern Logic —A Survey, Reidel, Dordrecht, pp. 299–423.
Zeman, J. J.: 1973, Modal Logic: The Lewis-Modal Systems, Clarendon Press, Oxford.
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Bull, R., Segerberg, K. (1984). Basic Modal Logic. In: Gabbay, D., Guenthner, F. (eds) Handbook of Philosophical Logic. Synthese Library, vol 165. Springer, Dordrecht. https://doi.org/10.1007/978-94-009-6259-0_1
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