Roman Suszko and the non-Fregean Logics
| Abstract | "I. Roman Suszko (9.11.1919, Podobora – 3.06.1979, Warsaw) was one of the most fascinating personalities in Polish academic community after the Second World War and one of the most outstanding logicians of the time. He was above all a scientist but he also participated in academic life. He was Dean of the Faculty of Philosophy at Warsaw University for two terms of office. He studied abstract problems of logic, but also played a part in the satirical film Rejs [The Cruise] directed by M. Piwowski. Suszko was involved in various scientific problems, for example: logical syntax of natural language, liar antynomy, logical probability; but two of his achievements have the greatest value for philosophy of science, i.e., diachronic logic and non-Fregean logic. Like Ferdinand de Saussure, who, in his monograph Cours de Linguistique Générale.. | |||||||||
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Marcelo Tsuji (1998). Many-Valued Logics and Suszko's Thesis Revisited. Studia Logica 60 (2):299-309.
Roman Suszko (1971). Quasi-Completeness in Non-Fregean Logic. Studia Logica 29 (1):7-16.
Roman Suszko (1977). The Fregean Axiom and Polish Mathematical Logic in the 1920s. Studia Logica 36 (4):376-380.
Roman Suszko (1975). Abolition of the Fregean Axiom. Lecture Notes in Mathematics 453:169-239.
Mieczysław Omyła (2009). Paradygmat fregowski a teorie sytuacji. Filozofia Nauki 4.
Janusz Czelakowski (2003). The Suszko Operator. Part I. Studia Logica 74 (1-2):181 - 231.
Natan Berber (2008). A Situational Formal Ontology of the Tracatus. Polish Journal of Philosophy 2 (2):5-20.
Jan Zygmunt & Mieczysław Omyła (1984). Roman Suszko (1919–1979): A Bibliography of the Published Work with an Outline of His Logical Investigations. Studia Logica 43 (4).
Mieczysław Omyła & Jan Zygmunt (1984). Roman Suszko (1919-1979): A Bibliography of the Published Work with an Outline of His Logical Investigations. Studia Logica 43 (4):421 - 441.
Heinrich Wansing & Yaroslav Shramko (2008). Suszko's Thesis, Inferential Many-Valuedness, and the Notion of a Logical System. Studia Logica 88 (3):405 - 429.
Roman Suszko (1972). SCI and Modal Systems. Journal of Symbolic Logic 37:436-437.
Joanna Golinska-Pilarek (2006). Number of Non-Fregean Sentential Logics That Have Adequate Models. Mathematical Logic Quarterly 52 (5):439–443.
Grzegorz Malinowski (1984). Roman Suszko: A Sketch of a Portrait in Logic. Studia Logica 43 (4):315 -.
Roman Suszko (1971). Sentential Calculus with Identity (SCI) and G-Theories. Journal of Symbolic Logic 36:709-710.
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