The paper analyses not well known beginning of Cracow philosophy of nature originating from the 19th century. A selected number of issues formed by two founders of Cracow philosophical centre – W. Heinrich and M. Straszewski are presented. Finally, the author tries to refl ect on modern nature philosophy in the context of its relations with tradition lasting over the centuries.

This article is an overview of the philosophy of informatics with a special regard to some Polish philosophers. It juxtaposes the informationistic worldview with the long-prevailing mechanical conceptualization of nature before introducing the metaphysical perspective of the information revolution in sciences. The article shows also how ontic pancomputationalism – regarded as an update to structural realism – could enrich the philosophical research in some classical topics. The paper concludes with a discussion of the philosophy of Jan Salamucha, a philosopher from (...) the Cracow Circle whose ideas could be inspiring for today’s philosophy of informatics in Cracow. (shrink)

We argue that the Internet is, and is acting as, an EA because it shapes our belief systems, our worldviews. We explain key concepts for this discussion and provide illustrative examples to support our claims. Furthermore, we explain why recognising the Internet as an EA is important for Internet users and society in general. We discuss several ways in which the Internet influences the choices, beliefs, and attitudes of its users, and we compare this effect with those of psychological conditioning (...) and brainwashing techniques. Finally, we present examples where the Internet’s epistemic agency acts at scale, affecting large portions of society rather than individuals. (shrink)

The Polish philosophy of mathematics in the 19th century had its origins in the Romantic period under the influence of the then-predominant idealist philosophies. The decline of Romantic philosophy precipitated changes in general philosophy, but what is less well known is how it triggered changes in the philosophy of mathematics. In this paper, we discuss how the Polish philosophy of mathematics evolved from the metaphysical approach that had been formed during the Romantic era to the more modern positivistic paradigm. These (...) evolutionary changes are attributed to the philosophers Henryk Struve, Antoni Molicki and Julian Ochorowicz, and mathematicians Karol Hertz and Samuel Dickstein. We also show how implicit ideas (i.e., those not declared openly) from the area between the philosophy of science and general philosophy played a crucial role in the paradigm shift in the Polish philosophy of mathematics. (shrink)

Stanisław Lem is mostly known as a sci-fi writer and not widely perceived as a visionary of the cyber age, despite the fact that he foresaw the future of information technology better than most scientific experts. Indeed, his visions of future information-based societies have proved to be remarkably accurate. Lem’s stories fuse together elements of fantasy, philosophy, and science, but what we can really learn from them is the nature of humanity, technology, and philosophy, as well as the values of (...) technological prophecies. Moreover, Lem gave birth to, without naming it as such, the concept of philosophy in technology, which is a perspective on technology and philosophy that explores the deep implicit philosophical foundations of technology and humanity. (shrink)

The Polish philosophy of mathematics in the 19th century is not a well-researched topic. For this period, only five philosophers are usually mentioned, namely Jan Śniadecki, Józef Maria Hoene-Wroński, Henryk Struve, Samuel Dickstein, and Edward Stamm. This limited and incomplete perspective does not allow us to develop a well-balanced picture of the Polish philosophy of mathematics and gauge its influence on 19th- and 20th-century Polish philosophy in general. To somewhat complete our picture of the history of the Polish philosophy of (...) mathematics in those times, we here present the profiles of some lesser-known Polish Romantic philosophers of the 19th century, namely Karol Libelt, Bronisław Trentowski, and Józef Kremer. We discuss their contributions to the philosophy of mathematics and their metaphysical perspectives, and we also show how their metaphysical ideas have found some continuity in the studies of some Catholic philosophers. (shrink)

Modelowanie komputerowe odgrywa istotną rolę we współczesnej nauce. Epistemologiczna rola, jaką odgrywają takie modele oraz prowadzone na ich bazie symulacje skłaniają do postawienia pytań o możliwe użycie podobnych metod w filozofii. Pomysły wykorzystania narzędzi matematycznych do sformułowania koncepcji filozoficznych sięgają czasów Barucha Spinozy i Isaaca Newtona. Newtonowska filozofia przyrody stała się przykładem udanego zastosowania matematycznych rozważań do opisu przyrody na poziomie fundamentalnym. Oczywiście podejście Newtona otworzyło zarówno nowe obszary badań w fizyce, jak i stało się źródłem dla nowych rozważań o (...) rzeczywistości fizycznej. Według Michała Hellera niektóre teorie fizyczne można traktować jako specyficzne formalizacje koncepcji filozoficznych. Modelowanie komputerowe w filozofii może być traktowane jako rozszerzenie tej idei, co będę starał się ukazać w niniejszym artykule. Będę również rozważał rolę modelowania komputerowego jako źródła nowych metafor filozoficznych zgodnie z koncepcją technologii definiującej D. J. Boltera. Rozważania te wiodą do konkluzji mówiącej, że w metodologii filozofii zachodzą istotne zmiany. Nowe podejście nie sugeruje odrzucenia bądź zanegowania dotychczasowych metod, a wskazuje raczej nowe narzędzie analityczne filozofii i źródło inspirujących metafor. (shrink)

Recenzja książki: Andrzej Pelczar, Czas i dynamika. O czasie w równaniach różniczkowych i układach dynamicznych, OBI--Kraków, Biblos-Tarnów 2003, ss. 117.

Recenzja książki: Val Dusek, Wprowadzenie do filozofii techniki, tł. Zbigniew Kasprzyk, ser. „Myśl Filozoficzna: wprowadzenia, panorama zagadnień, historia myśli filozoficznej”, Wydawnictwo WAM, Kraków 2011, ss. 268.