This article aims to identify new moral dilemmas generated by technological progress and its consequence - the phenomenon of technological alienation in modern society. It examines the relationship between the phenomenon of alienation, technological progress and moral dilemmas they cause in modern society. In addition to the emergence of new moral and existential issues that arises as the consequence of the direct “collision” of a person and technologies as a result of their widespread introduction into our lives, we consider moral (...) dilemmas arising from technological progress in such areas of life as politics, economics and education. Each of them poses a deeper problem for the person - an alienation from other people, from the species essence and from oneself, which allows us to designate this question not only as social problem, but also affecting existential questions. (shrink)

The article discusses a key issue for Russian and international Max Weber Studies: the epistemological possibilities and place of Weberian sociology in modern social theory. Discussion articles by well-known Russian scientists — who sharply criticized the actualizing direction of Weberian studies in general, and the religious, cultural, and sociological orientation in particular — are contrasted with the re-actualization and rethinking of key Weberian themes in the “New Critical Theory” of the influential German sociologist Hartmut Rosa. Such a projection will make (...) it possible, on the one hand, to thematize the axiomatic assertion about the heuristic rather than concrete-content relevance of the classics; on the other hand, it will provide an opportunity to read Weber as a macrosociologist. In the original, criticized, and often rejected sociology of Rosa, Weber appears not only as a predecessor whose mention enhances the relevance of the new theoretical framework, but, above all, as an analyst and diagnostician of early modernity. Weber’s main ideas and theoretical constructions are organically built into Rosa’s methodological framework: analysis-diagnosis-praxis. The analysis of rationalization as a universal historical process of modernity in Weber’s sociology is rethought by Rosa as expansion and acceleration; disenchantment becomes a diagnosis of modernity and is recoded into alienation, while the concept of charisma is transformed into the key concept of resonance. (shrink)

The concept of quantum principle is introduced as a principle whose formulation is based on specific quantum ideas and notions. We consider three such principles, viz, those of quantizability, local gauge symmetry, and supersymmetry, and their role in the development of the quantum field theory (QFT). Concerning the first of these, we analyze the formal aspects and physical contents of the renormalization procedure in QFT and its relation to ultraviolet divergences and the renorm group. The quantizability principle is formulated as (...) an existence condition of a self-consistent quantum version with a given mechanism of the field interaction. It is shown that the consecutive (from a historical point of view) use of these quantum principles puts still larger limitations on possible forms of field interactions. (shrink)

Propositions are the result of hypostatization in accordance with the principle of the identification of indiscernibles wherever differences among inscribed or uttered statemental units are systematically ignored. Criteria for identity of propositions are, thus, to be found in each context of discourse about statemental units where qualitatively different units are treated as interchangeable. Ayer's notion of proposition as opposed to statement, Goodman's notion of replication, and the notion of constructional definition or reduction are discussed in the light of this thesis. (...) The so-called "problem of identifying propositions" is shown to be a bogus problem because the propositions simpliciter to be identified are incoherently conceived, though in the course of discussion the prospect appears that many different and limitedly applicable sets of criteria for identification of propositions relative to different discourses can be given. (shrink)

The Hamilton–Jacobi (HJ) equation for the action function plays a fundamental role in classical mechanics. A known consequence of the HJ equation is a blow-up of a disturbed free-particle solution. Following the idea of Sivashinsky, we formulate an extension of the HJ equation in which perturbations eventually evolve into a finite autosoliton associated with an elementary particle. A novel element of the model is stability of the autosoliton. We link uncertainties in the position and momentum of a particle to a (...) width and amplitude of the autosoliton. We formulate restrictions on the coefficients of the model and compare the model with some existing theories of extended elementary objects. (shrink)

A collection of articles about P.A. Sorokin's work are preceded by a Russian translation of selected chapters of his 1947 work "Society, culture and personality" and a collection of correspondence (also translated into Russian) between him and Robert Merton.

One of the traditional ways mathematical ideas and even new areas of mathematics are created is from experiments. One of the best-known examples is that of the Fermat hypothesis, which was conjectured by Fermat in his attempts to find integer solutions for the famous Fermat equation. This hypothesis led to the creation of a whole field of knowledge, but it was proved only after several hundred years. This book, based on the author's lectures, presents several new directions of mathematical research. (...) All of these directions are based on numerical experiments conducted by the author, which led to new hypotheses that currently remain open, i.e., are neither proved nor disproved. The hypotheses range from geometry and topology (statistics of plane curves and smooth functions) to combinatorics (combinatorial complexity and random permutations) to algebra and number theory (continuous fractions and Galois groups). For each subject, the author describes the problem and presents numerical results that led him to a particular conjecture. In the majority of cases there is an indication of how the readers can approach the formulated conjectures (at least by conducting more numerical experiments). Written in Arnold's unique style, the book is intended for a wide range of mathematicians, from high school students interested in exploring unusual areas of mathematics on their own, to college and graduate students, to researchers interested in gaining a new, somewhat nontraditional perspective on doing mathematics. In the interest of fostering a greater awareness and appreciation of mathematics and its connections to other disciplines and everyday life, MSRI and the AMS are publishing books in the Mathematical Circles Library series as a service to young people, their parents and teachers, and the mathematics profession. Titles in this series are co-published with the Mathematical Sciences Research Institute (MSRI). (shrink)