In the theses published in Voprosy filosofii there is, in my view, one very important question: What changes have occurred in the relations between art and science? Inasmuch as I am a scholar of foreign cultures, permit me to express that question a bit more concretely for myself: What changes have occurred in the West in the interactions between art and science? The question is rather complex, for in responding to it one must always take into consideration the factor of (...) "compression of time" during the RST. Not only scientific discoveries and industrial equipment have begun to obsolesce rapidly but also the notion of the role of science in the social and cultural development of society. Regrettably, the authors of some works published in our country, even in the 1970s, analyzing the relationship between science and art that has come into being in the West, ignore this circumstance. The "ancient" debate between Snow and Leavis, now almost fifteen years in the past, is presented as the most recent stirring in contemporary bourgeois culture. Yet even at that time it was clear that these discussions were to no point and would not lead to a constructive solution of the conflict between the "two cultures": the contradictions had gone entirely too far. Even then the English poet Auden granted that when he encountered scientists he felt like a "shabby scribe who had accidentally entered a drawing room bulging with dukes." This was not any rank-and-file "lyricist," but the famous Auden himself'. (shrink)

In this letter we demonstrate that the fermionic zero modes on a superconducting domain wall can be associated to an one dimensional \ supersymmetry that contains non-trivial topological charges. In addition, the system also possesses three distinct \ supersymmetries with non-trivial topological charges and we also study some duality transformations of the supersymmetric algebras.

The phase φ of any wave is determined by the ratio x/λ consisting of the distance x propagated by the wave and its wavelength λ. Hence, the dependence of φ on λ constitutes an analogue system for the mathematical operation of division, that is to obtain the hyperbolic function f(ξ)≡1/ξ. We take advantage of this observation to decompose integers into primes and implement this approach towards factorization of numbers in a multi-path Michelson interferometer. This work is part of a larger (...) program geared towards unraveling the connections between quantum mechanics and number theory. We briefly summarize this aspect. (shrink)

Для специалистов, интересующихся проблемами этики.

We propose to study the wound healing in Zebrafish by using firstly a differential approach for modelling morphogens diffusion and cell chemotactic motion, and secondly a hybrid model of tissue regeneration, where cells are considered as individual objects and molecular concentrations are described by partial differential equations.

The paper offers a reconstruction of Popper’s conception of the logical situation. It provides the analysis of the structure of this conception, its genesis, and the attempts at its explication, as well as its critical discussion. The authors confront Popper’s method of situational logic with Kmita’s method of humanistic interpretation.