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PL
This paper provides moderate criticism of so-called normative theories of thinking and reasoning. The discussion focuses on the problems of idealization, adequacy, inconsistent yet non-trivial logics, logical omniscience etc. I called them “internal” to the normative approach, because they stem from the very properties of formal systems used to model these two human activities. Some arguments, however, refer to the current theories in cognitive science, including those which are developed within “descriptive” framework.
EN
The aim of this article is to indicate that the ideas of Leonardo Torres y Que­vedo presented in his short Essays on Automatics constitute essential link between early Babbage’s concepts of analytical engine and modern computer science. These ideas include definition of automatics, classification of automata, theoretical basis for robotics, electromechanical engineering, modern concept of chatbot, the importance of algorithm and last but not least floating point arithmetic.
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Content available Copernicus Festival 2016: Beauty
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EN
Copernicus Festival, held annually, aims to demonstrate various dimensions of the relationship between science and culture. The third edition of the festival was devoted to the concept of beauty. During the six days of the festival about 7 thousand people took part in lectures, debates, discussions, workshops, concerts and other events.
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EN
The 20th Cracow Methodological Conference took place on May 30-31, 2016, at the Polish Academy of Arts and Sciences in Kraków. The meeting brought together physicists, cosmologists, mathematicians and philosophers interested in research program called philosophy in science started and popularized by Michał Heller. It is worth noting that the 20th Cracow Methodological Conference was dedicated to Professor Heller and can be considered as a contribution to the celebration of the 80th anniversary of his birthday.
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Content available Logika i teologia
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PL
Recenzja książki Logic in Theology, red. B. Brożek, A. Olszewski, M. Hohol, Copernicus Center Press, Kraków 2013, ss. 290.
PL
Among the non-classical logics, the intuitionistic one stands out in many ways. First of all, because of its properties, it is grateful subject of formal analysis. Moreover, there is small, but very significant group of mathematicians and philosophers who claim that intuitionistic logic captures the reasoning utilized in mathematics better than classical one. This article reveals the origins of intuitionistic propositional calculus – it was an outcome of formalization of certain ideas about foundations of mathematics. A large part of the article is devoted to Glivenko’s Theorem – somewhat forgotten, but extremely interesting formal result regarding the relationship between the two logical calculi: classical and intuitionistic propositional logic.
EN
An interview with Charles McCarty by Piotr Urbańczyk concerning  mathematical explanation.
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Content available Wstęp
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Content available Copernicus Festival 2015: Geniusz
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