On representing sentential connectives of Lesniewski's elementary Protothetic
Journal of Logic and Computation 16 (4):451-460 (2006)
| Abstract | After a brief presentation of Le[s]niewski's notation for 1- and 2-place sentential connectives of protothetic, the article discusses a method of extending this method to n [≥] 3-place sentential connectives. Such a method has been hinted at by Luschei, but in fact, no general effective method of defining such functors has been clearly and explicitly given. The purpose of this article is to provide such a method. | |||||||||
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Rafal Urbaniak (2008). Lesniewski and Russell's Paradox: Some Problems. History and Philosophy of Logic 29 (2):115-146.
Ralph L. Slaght (1974). A Concise Method for Translating Propositional Formulae Containing the Standard Truth-Functional Connectives Into a Sheffer Stroke Equivalent; Plus an Extension of the Method. Notre Dame Journal of Formal Logic 15 (1):161-164.
Geoffrey Hellman (1980). Quantum Logic and Meaning. PSA: Proceedings of the Biennial Meeting of the Philosophy of Science Association 1980:493 - 511.
Robert B. Brandom (1979). A Binary Sheffer Operator Which Does the Work of Quantifiers and Sentential Connectives. Notre Dame Journal of Formal Logic 20 (2):262-264.
Jan Srzednicki & Zbigniew Stachniak (eds.) (1998). Le'sniewski's Systems. Protothetic. Kluwer Academic Publishers.
Joseph Jurcic (1987). On Defining Sentential Connectives. Notre Dame Journal of Formal Logic 28 (2):189-199.
John Slaney (1993). Sentential Constants in Systems Near R. Studia Logica 52 (3):443 - 455.
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