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Bibliography: History of Logic in Eastern Europe

Mate Szabo
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Bibliography: History of Logic in Eastern Europe

Bibliography: History of Logic in Eastern Europe

    Mate Szabo
Bibliography: The History of Logic in Eastern Europe collected by Máté Szabó I would like to continuously expand this bibliography. If you know of any items that are not in the list currently, or have any suggestions, please contact me at mszabo@andrew. cmu.edu This bibliography collects sources in English about the history of logic in Eastern Europe. Hence, most papers, collections and books are secondary sources. Primary sources are included only if they are collections of essays (mostly) from Eastern European scholars, are complete books on logic by an Eastern European scholar, or are their collected (or selected) works. `Logic' is understood rather broadly. That is, it includes not only mathematical logic, but philosophical logic, automated theorem proving and other strongly connected elds as well. Papers that focus on philosophy of science or education, etc., are included in this list only if a signicant part of the paper is devoted to logic. To make the document more comprehensible, papers are gathered together by coun- tries or regions. The rst section contains papers which address the history of logic in Eastern Europe as a whole, or at least several countries of it. It seemed reasonable to present the papers on/from former Czechoslovakia and former Yugoslavia in one section. On the other hand, former members of the Soviet Union, such as the Baltic countries and Ukraine are presented separately, while the papers addressing logic in the Soviet Union as a whole are collected together with those about Russia. The presentation of names is not entirely unied as of the moment; they appear here as they do on the websites of the sources. Please excuse any misspellings and let me know of them. In those cases where a book has two publication dates, e.g. 1951/1988, the rst one is its original date of publication while the second is the date of the rst edition in English. 1 Since some collections of essays are included, in certain cases I found it to be helpful to list selected essays from these collections as well. I would like to thank Patrick Walsh for editing this bibliography. Bibliography General Eastern Europe Schumann, Andrew (2012). Logic in Central and Eastern Europe. The Social Context. In: Review of the National Center for Digitization 20, pp. 19.  ed. (2013). Logic in Central and Eastern Europe. University Press of America. Thompson, Paul B. (1981). Bolzano's deducibility and Tarski's logical consequence. In: History and Philosophy of Logic 2.1-2, pp. 1120. Zeman, Vladimir (1970). The philosophy of science in Eastern Europe a concise survey. In: Zeitschrift für allgemeine Wissenschaftstheorie 1 (1), pp. 133141. Baltic countries: Estonia, Latvia, Lithuania Knoks, Aleks and Jurg̀is ’kilters (2013). Logic in Latvia. In: Logic in Central and , Eastern Europe. Ed. by Andrew Schumann. University Press of America, pp. 172 182. Norg ela, Stanislovas (2013). Mathematical Logic in Lithuania. In: Logic in Central and Eastern Europe. Ed. by Andrew Schumann. University Press of America, pp. 183 193. Ple£kaitis, Romanas (2013). The Development of Logic in Lithuania. In: Logic in Cen- tral and Eastern Europe. Ed. by Andrew Schumann. University Press of America, pp. 139151. Tamme, Tõnu (2013). Logic in Estonia. In: Logic in Central and Eastern Europe. Ed. by Andrew Schumann. University Press of America, pp. 166171. Bulgaria Nikolova, Stela (2014). Shared thoughts on Ivan Soskov (19542013). In: Computability 3.1, pp. 6372. Skordev, Dimiter (2004). Some short historical notes on Development of Mathematical Logic in Soa. In: Annuaire de l'Univ. de Soa, Fac. de Math. et Inf. 96, pp. 1121. 2 Tabakov, Martin (2013a). The Development of Mathematical Logic in Bulgaria. In: Logic in Central and Eastern Europe. Ed. by Andrew Schumann. University Press of America, pp. 560572.  (2013b). The Development of Philosophical Logic in Bulgaria. In: Logic in Central and Eastern Europe. Ed. by Andrew Schumann. University Press of America. (Former) Czechoslovakia, Czech Republic, Slovakia Bar-Hillel, Yehoshua (1952). Bolzano's propositional logic. In: Archiv für mathematis- che Logik und Grundlagenforschung 1.3, pp. 6598. Bukovský, Lev (1997). Logic in Czechoslovakia and Hungary. In: Logic and Scientic Methods. Volume One of the Tenth International Congress of Logic, Methodology and Philosophy of Science, Florence, August 1995. Ed. by Dalla Chiara, Kees Doets, Daniele Mundici, and Johan van Benthem, pp. 451456. Centrone, Stefania (June 2016). Early Bolzano on Ground-Consequence Proofs. In: The Bulletin of Symbolic Logic 22.2, pp. 215237. Duºí, Marie and Bjørn Jespersen (2014). In memory of Pavel Tichý. In: Organon F 21.4, pp. 558566. Haniková, Zuzana (2015). Petr Hájek: A Scientic Biography. In: Petr Hájek on Math- ematical Fuzzy Logic. Outstanding Contributions to Logic, vol 6. Springer, pp. 21 38. Novák, Vilém (2013). A Concise Glance at the History of Fuzzy Logic in Czechia (with a glimpse of the origin of data-mining the GUHA method). In: Logic in Central and Eastern Europe. Ed. by Andrew Schumann. University Press of America, pp. 526 542. Raclavský, Ji°í (2008a). Introduction to Pavel Tichý's Philosophy and Logic. In: Philo- sophical Wonderings. Ed. by B°etislav Horyna. Olomouc: Nakladatelství Olomouc, pp. 4350.  (2008b). Reformulating Tichý's Conception of Bare Individuals. In: Organon F 15.2, pp. 143167.  (2010). On Partiality and Tichý's Intensional Logic. In: Hungarian Philosophical Review 54.4, pp. 120128.  (2013). On the Czech Logic in the 20th Century. In: Logic in Central and Eastern Europe. Ed. by Andrew Schumann. University Press of America, pp. 283291.  (2014). Tichý's Possible Worlds. In: Organon F 21.4, pp. 471491. Rusnock, Paul and Rolf George (2004). Bolzano as Logician. In: Handbook of the History of Logic: The Rise of Modern Logic: from Leibniz to Frege. Ed. by Dov M. Gabbay and John Woods. Vol. 3. North-Holland. Thompson, Paul B. (1981). Bolzano's deducibility and Tarski's logical consequence. In: History and Philosophy of Logic 2.1-2, pp. 1120. 3 Tichý, Pavel (1988). The foundations of Frege's logic. Walter de Gruyter: Berlin, New York.  (2004). Collected Papers in Logic and Philosophy. University of Otago Press. Zouhar, Marián (2013). On Some Slovak Contributions to Non-Classical Logics. In: Logic in Central and Eastern Europe. Ed. by Andrew Schumann. University Press of America, pp. 543559. Hungary Andréka, Hajnal (1987). Rózsa Péter (19051977). In: Women of Mathematics. A Bib- liographic Sourcebook. Ed. by Louise S. Grinstein and Paul J. Campbell. New York: Greenwood Press, pp. 171174. Franchella, Miriam (Mar. 2000). Towards a Re-Evaluation of Julius K®nig's Contribu- tion to Logic. In: The Bulletin of Symbolic Logic 6.1, pp. 4566.  (Feb. 2016). In the footsteps of Julius K®nig's paradox. In: Historia Mathematica 43.1, pp. 6586. Guillaume, Marcel (2008). Some of Julius K®nig's mathematical dreams in his New Foundations of Logic, Arithmetic, and Set Theory. In: One Hundred Years of In- tuitionism (1907-2007). Ed. by Michel Bourdeau Mark van Atten Pascal Boldini and Gerhard Heinzmann. Birkhäuser: Publications of the Herni Poincaré Archives, pp. 178197. Gurka, Dezs® (2006). A missing link: The inuence of László Kalmár's empirical view on Lakatos' philosophy of mathematics. In: Perspectives on Science 14.3, pp. 263281. Kanamori, Akihiro (Dec. 2014). Erd®s and Set Theory. In: The Bulletin of Symbolic Logic 20.4, pp. 449490. Makay, Árpád (2007). The activities of László Kalmár in the world of information technology. In: Acta Cybernetica 18.1, pp. 914. Máté, András (2010). Imre Ruzsa - A Man of Consequence. In: Magyar Filozóai Szemle 54.4, pp. 718. Máté, András, Hajnal Andréka, and István Németi (2013). The Development of Sym- bolic Logic in Hungary. In: Logic in Central and Eastern Europe. Ed. by Andrew Schumann. University Press of America, pp. 202217. Morris, Edie and Leon Harkleroad (1990). Rózsa Péter: Recursive Function Theory's Founding Mother. In: Mathematical Intelligencer 12.1, pp. 5964. Péter, Rózsa (1981). Recursive Functions in Computer Theory. Trans. by I. Juhász. Computers and Their Applications. Ellis Horwood Limited.  (1943/1957). Playing with Innity. Trans. by Zoltán P. Dienes. Dover Publications: New York. Péter, Rózsa (1951/1967). Recursive Functions. Trans. by István Földes. Academic Press: New York and London. 4 Smith, Barry (2014). Austrian and Hungarian Philosophy: On the Logic of Wittgenstein and Pauler. In: Mind, Values and Metaphysics. Philosophical Papers Dedicated to Kevin Mulligan. Ed. by Anne Reboul. Springer, pp. 387406. Szabó, Máté (2015). Kalmár and Péter: Undecidability as a Consequence of Incomplete- ness. In: Evolving Computability, Proceedings of the 11th CiE. Ed. by Mariya Soskova Arnold Beckmann Victor Mitrana. LNCS. Computability in Europe. Springer, pp. 343 352. Tamássy, István (1994). Interview with Rózsa Péter. In: Modern Logic 4.3, pp. 277280. Ujlaki, Gabriella (1994). Philosophy of science in Hungary. In: Journal for General Philosophy of Science 25 (1), pp. 157175. Poland Ajdukiewicz, Kazimierz (1974). Pragmatic Logic. Synthese Library. PWNPolish Scien- tic PublishersWarszawa.  (1978). The Scientic World-Perspective and Other Essays, 19311963. Ed. by J. Giedymin. Springer. Anellis, Irving H. (1996a). Józef Maria Boche«ski (19021995). In: Modern Logic 6.2, pp. 192196. Asenjo, F. G. (1977). 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