16 found
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  1.  55
    A general interpreted modal calculus.Aldo Bressan - 1972 - New Haven,: Yale University Press.
  2.  23
    On the Usefulness of Modal Logic in Axiomatizations of Physics.Aldo Bressan - 1972 - PSA: Proceedings of the Biennial Meeting of the Philosophy of Science Association 1972:285 - 303.
  3.  1
    A general interpreted modal calculus.Aldo Bressan - 1972 - New Haven,: Yale University Press.
  4.  48
    On Gupta's book the logic of common nouns.Aldo Bressan - 1993 - Journal of Philosophical Logic 22 (4):335 - 383.
    Gupta's book [9] contains a theory of modal logic that is closely related to my modal language ML v [2], and his theory is used to treat some interesting philosophical problems. Hence, it is natural for me to review this valuable book and to concentrate on its logics, the more so as its use has already been spoken of and appreciated by Kapitan [10], although I cannot but share his appreciation.
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  5.  19
    New semantics for the extensional but hyper-intensional part $\scr L\alpha$ of the modal sense language ${\scr S}{\scr L}^\nu\alpha$.Aldo Bressan - 1990 - Notre Dame Journal of Formal Logic 32 (1):47-86.
  6.  8
    Again on relativistic semantics.Aldo Bressan - 1995 - Logic and Logical Philosophy 3:23-36.
    This paper has two parts: Part I is a continuation of the work [10] and as well as this it deals mainly with the logic of an auxiliary (semantical) theory, ST , in effect generally considered (by textbooks) within the semantics for a typical theory T of general relativity; and especially the modal features of this auxiliary theory are studied. Part II deals with the influence had by relativistic theories and especially by the new notion of space-time on pragmatic languages (...)
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  7.  8
    Comments on Suppes' Paper: The Essential but Implicit Role of Modal Concepts in Science.Aldo Bressan - 1972 - PSA: Proceedings of the Biennial Meeting of the Philosophy of Science Association 1972:315 - 321.
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  8.  6
    Intensional Descriptions and Relative Completeness in the General Interpreted Modal Calculus MCv.Aldo Bressan - 1973 - In Radu J. Bogdan & Ilkka Niiniluoto (eds.), Logic, Language, and Probability. Boston: D. Reidel Pub. Co.. pp. 29--40.
  9.  7
    Metodo di Assiomatizzazione in Senso Stretto Della Meccannica Classica Applicazione di Esso ad Alcuni Problem di Assiomatizzazione non Ancora Completamente Risolti.Aldo Bressan - 1973 - Journal of Symbolic Logic 38 (1):144-145.
  10.  9
    NI Introduction.Aldo Bressan - 1981 - In U. Mönnich (ed.), Aspects of Philosophical Logic. Dordrecht. pp. 21.
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  11.  2
    New semantics for the extensional but hyper-intensional part Lα of the modal sense language SLαν.Aldo Bressan - 1990 - Notre Dame Journal of Formal Logic 32 (1):47-86.
  12.  37
    On the semantics for the language MLν based on a type system, and those for the type-free language ML∞.Aldo Bressan - 1974 - Journal of Philosophical Logic 3 (3):171 - 194.
  13.  11
    Replies to van Fraassen's Comments: Bressan and Suppes on Modality.Aldo Bressan - 1972 - PSA: Proceedings of the Biennial Meeting of the Philosophy of Science Association 1972:331 - 334.
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  14.  10
    Some answers to Max Urchs' comments on a paper by A. Bressan.Aldo Bressan - 1996 - Logic and Logical Philosophy 4:123-131.
    In [13] M. Urchs comments on my paper [5]. I think these comments are very useful, especially because (on p. 38) the author decides to “proceed with some methodological remarks concerning Bressan’s account and his underlying attitude towards logical formalization in general”, and thus he refers not only to [5].
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  15.  6
    The Extensional but Hyper-Intensional Calculus C α with Orderless Constants and Variables.Aldo Bressan - 1990 - In J. Dunn & A. Gupta (eds.), Truth or Consequences: Essays in Honor of Nuel Belnap. Boston, MA, USA: Kluwer Academic Publishers. pp. 245--265.
  16.  9
    Extensions of the Modal Calculi MC v and MC∞. Comparison of them with Similar Calculi Endowed with Different Semantics. Application to Probability Theory. [REVIEW]Aldo Bressan - 1981 - In U. Mönnich (ed.), Aspects of Philosophical Logic. Dordrecht. pp. 21--66.
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