The book Chronicle of Separation is an attempt to write on Derrida, to Derrida and from Derrida on the basis of a pathetic experience, which, in various ways, describes and enacts the pathetic experience of deconstruction itself. The book tackles the weight of emotions that is at the heart of deconstructive reading, treating deconstruction's weak, fragile and parasitic mode of thinking as a deconstruction of emotion, on emotion and as emotion. Chronicle of Separation examines these themes beginning with a descriptive (...) and an analytic reading of Derrida's Memoirs: For Paul de Man and The Post Card, as embodiments of deconstruction's melancholic friendship which inscribes its disillusioned love in what it calls the 'postal condition'. The book then moves on to a feminization of Derrida, experimenting in different modes of writing. It firstly discusses Fred Zinneman's film Julia about a mournful friendship between women. Then it performs a deconstructive meditation on the anorexic person suggesting that anorexia constitutes a paradoxical embodiment of deconstruction. The concluding chapter presents a complete incorporation of Derrida into a fictional text that re-writes the biblical Book of Ruth. (shrink)

The paper contains a comment on the criticism of the author's book Początek jest wszędzie (Prószynski i S-ka, 2002) by Marek Lagosz ("Przegląd Filozoficzny - Nowa Seria, 14, 2005, 121-133). The comment focuses on the following issues: (1) the conception of philosophy of physics; (2) some methodological questions, especially the role of models in physics; (3) some explanations concerning the model proposed by the present author and his coworkers. A few "ideological remarks" are also made.

Book review: K. Chamcham, J. Silk, J.D. Barrow, S. Saunders, The Philosophy of Cosmology, Cambridge University Press, Cambridge 2017, pp. XII + 514.

Recenzja książki: Bogdan Dembiński, _Stara Akademia Platona. W początkach epoki hellenistycznej _, Wydawnictwo Marek Derewiecki, Kęty 2018, s. 183.

Various anniversaries encourage historical reflection. Although 40th anniversary is not a common reason for excessive celebration, in the case of a scientific journal, however, it is already long enough that it deserves a brief moment of thought.

Noncommutative geometry is quickly developing branch of mathematics finding important application in physics, especially in the domain of the search for the fundamental physical theory. It comes as a surprise that noncommutative generalizations of probabilistic measure and dynamics are unified into the same mathematical structure, i.e., noncommutative von Neumann algebra with a distinguished linear form on it. The so-called free probability calculus and the Tomita-Takesaki theorem, on which this unification is based, are briefly presented. It is argued that the unitary (...) evolution, known from quantum mechanics, could be a trace of noncommutativity on a deeper level. Philosophical significance of these results is also discussed. (shrink)

How to define space-time singularities is a serious problem in general relativity. Schmidt's b-boundary construction was commonly regarded as leading to the best (and very elegant) definition of singularities: space-time is said to be singular if it contains at least one b-incomplete curve. Unfortunately, Bosshard (1976) and Johnson (1977) demonstrated that the b-boundary of the closed Friedman universe consists of the single point. This means that the initial and final singularieties (i.e., the beginning and the end of the Friedman world) (...) coincide. So far no remedy to cure this disaster was known. In the present paper, the author reviews the results obtained by himself and W. Sasin (1994) which clarify the problem. The closed Friedman space-time together with its singularities is not smooth manifold but it turns out to be a structured space which is a strong generalization of the manifold concept. Consequently, if the problem is considered within the correct category, i.e. the category of structured spaces, the patologies dissapear. If one remains within the space-time everything is all right. It is only if one attempts to „touch” the singularity (to extend the differential structure from the inside of space-time to the singularity) when the beginning and the end of the universe coalesce. From the perspective of the Demiurg creating the closed Friedman universe the cosmic history is but a single point. The methodological significance of this result is briefly discussed. (shrink)

In this book - which is written by the 2008 Templeton Prize laureate Michael Heller - the problems of chance and probability are seen in light of the advancements of physics and biology. Heller's claim is that chance finds its place within the structure of the universe and cosmic evolution. His insightful remarks may be considered a critique of both Dawkins' 'blind watchmaker' approach and Dembski's 'intelligent design' perspective. Heller is a cosmologist, a philosopher, the director of the Copernicus Center (...) for Interdisciplinary Studies in Krakow, a professor at the John Paul II University in Krakow, and an adjunct member of the Vatican Observatory. (shrink)

Our present knowledge in the field of dynamical systems, information theory, probability theory and other similar domains indicates that the human brain is a complex dynamical system working in a strong chaotic regime in which random processes play important roles. In this environment our mental life develops. To choose a logically ordered sequence from a random or almost random stream of thoughts is a difficult and energy consuming task. The only domain in which we are able to do this with (...) a full success is mathematics. Leibniz’s life ambition was to extend this success, with the help of what he called _characteristica universalis_, to other areas of human activity. The belief that this is possible lies at the basis of Leibniz’s rationalist system. Reasoning within his system, Leibniz claimed that also fundamental laws of physics can be deduced from the “first principles”. Just as linguistic or conceptual units are at the basis of the _charactersistica universalis_, his monads are responsible for physical activity of material bodies. When this rationalistic strategy is applied to the philosophy of space and time, it leads to their radically relational conception. Leibniz’s rationalistic approach to philosophy and science arouses out sympathy but it was Newton’s mathematical-empirical method that turned out to be effective in human endeavour to understand the functioning of the physical world. Successes of the Newtonian method compel us to revise our concept of rationality. (shrink)