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  1.  19
    Theological Metaphors in Mathematics.Stanisław Krajewski - 2016 - Studies in Logic, Grammar and Rhetoric 44 (1):13-30.
    Examples of possible theological influences upon the development of mathematics are indicated. The best known connection can be found in the realm of infinite sets treated by us as known or graspable, which constitutes a divine-like approach. Also the move to treat infinite processes as if they were one finished object that can be identified with its limits is routine in mathematicians, but refers to seemingly super-human power. For centuries this was seen as wrong and even today some philosophers, for (...)
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  2.  12
    Gödel on Tarski.Stanisław Krajewski - 2004 - Annals of Pure and Applied Logic 127 (1-3):303-323.
    Contacts of the two logicians are listed, and all Gödel's written mentions of Tarski's work are quoted. Why did Gödel almost never mention Tarski's definition of truth in his notes and papers? This puzzle of Gödel's silence, proposed by Feferman, is not merely biographical or psychological but has interesting connections to Gödel's philosophical views.No satisfactory answer is given by the three “standard” explanations: no need to repeat the work already done; Tarski's achievement was obvious to Gödel; Gödel's exceptional caution. In (...)
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  3.  2
    O pewnym matematycznym modelu Boga i jego zastosowaniu.Stanisław Krajewski - 2019 - Roczniki Filozoficzne 67 (1):5-18.
    Przedstawiony jest nowy model Boga, a raczej relacji Bóg-człowiek, używający modelu płaszczyzny rzutowej. Ilustruje on dobrze koncepcje Martina Bubera, którego sformułowania zainspirowały ten model. Następnie pokazane jest użycie tego modelu do wizualizacji w trakcie żydowskiej modlitwy zawierającej werset „Słuchaj Izraelu…”. Po wskazaniu zalet opisanej konstrukcji następuje krytyczna dyskusja adekwatności tego modelu i w ogóle modeli matematycznych w teologii.
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  4.  14
    Matematyka w teologii, teologia w matematyce.Stanisław Krajewski - 2016 - Zagadnienia Filozoficzne W Nauce 60:99-118.
    Mathematicians use theological metaphors when they talk in the kitchen of mathematics. How essential is this talk? Have theological considerations and religious concepts influenced mathematics? Can mathematical models illuminate theology? Some authors have given positive answers to these questions, but they do not seem final. It is unclear how religious views influenced the work of those mathematicians who were also theologians. Religious background of some mathematical concepts could have been inessential. Mathematical models in theology have no predictive value. It is, (...)
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  5.  15
    Introduction.Stanisław Krajewski & Kazimierz Trzęsicki - 2016 - Studies in Logic, Grammar and Rhetoric 44 (1):7-11.
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  6.  19
    Twierdzenie Godla a filozofia.Stanisław Krajewski - 1988 - Studia Filozoficzne 271 (6-7).
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  7.  12
    Remarks on Church's Thesis and GOdel's Theorem.Stanisław Krajewski - 2006 - In A. Olszewski, J. Wole'nski & R. Janusz (eds.), Church's Thesis After Seventy Years. Ontos Verlag. pp. 1--269.
  8.  4
    The Ultimate Strengthening of the Turing Test?Stanisław Krajewski - 2012 - Semiotica 2012 (188).
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  9.  4
    Steps to Tsshuvah. (On the Letter of the Polish Episcopate Council for Religious Dialogue of August 25, 2000).Stanisław Krajewski - 2001 - Dialogue and Universalism 11 (1):59-62.
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  10. Refleksja o filozofii dialogu, a raczej filozofii w innych osobach.Stanisław Krajewski - 2012 - Przeglad Filozoficzny - Nowa Seria 82 (2):465-466.
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  11.  10
    Abraham Joshua Heschel: Philosophy, Theology and Interreligious Dialogue.Stanisław Krajewski & Adam Lipszyc (eds.) - 2009 - Harrassowitz.
    The book is devoted to the thought of one of the 20th century's most interesting philosophers of religion. Heschel, a traditional Polish Jew who became a modern thinker, was also an impressive prophet of interreligious dialogue.
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  12. Czy matematyka jest nauką humanistyczną?,Konsorcjum Akademickie, Kraków 2011, ss. 152.Stanisław Krajewski - 2011 - Ruch Filozoficzny 68 (3).
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  13. Judaizm: przykazanie.Stanisław Krajewski - 2004 - Przeglad Filozoficzny - Nowa Seria 49 (1):125-136.
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  14. Nierozstrzygalność w matematyce a nierozstrzygalność w filozofii.Stanisław Krajewski - 2001 - Filozofia Nauki 4.
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  15. The Jedwabne Service: A Grand Gesture with No Immediately Perceptible Consequences?Stanisław Krajewski - 2001 - Dialogue and Universalism 11 (5-6):135-138.
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  16. W obronie zdań samozwrotnych.Stanisław Krajewski - 1992 - Przeglad Filozoficzny - Nowa Seria 2 (2):127-133.
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  17. Widzenie słonia - uwaga na marginesie książki Hicka.Stanisław Krajewski - 2006 - Przeglad Filozoficzny - Nowa Seria 57 (1):71-75.
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