Social Structure and Agency as Time-scaled Dynamical System. The Case of Scientific Capital
This article proposes a mathematical model of capital that further develops Pierre Bourdieu’s concept of the scientific field. The model describes the joint evolution of scientific capital, the habitus of scientists, and scientific practice. The model is implemented as a random dynamic system with the help of self-consistent equations in the form of a Lorenz – Haken system.
We show that if the characteristic relaxation time of the scientific capital is far greater than the relaxation times of the habitus of scientists and scientific activity, then the distribution of scientific capital is determined by the correlation of the parameters of external action on the scientific field with the intensity of fluctuations of scientific habitus and scientific activity.
Present book is the result of the field work conducted in the tribal villages of Nagaland. Author sought to determine whether the social structure and the economic setup of a Naga village changed somehow over the last 88 years since the first publications of the monographs of the first Brithish researchers. Author argues that the social-psychological archetype – tribe – village – khel – patronimy (kiyong) – clan – family – has hardly changed. The tenure and utilization of land stays unalterable. Pursuant to Article 371А, Constitution of India (Special Provision with Respect to the State of Nagaland), customary law is applied within the territory of Nagaland State.
The monograph is devoted to analysis of social stratification in Russian society. Models of its social structures constructed within the modern approaches to stratification (neo-Weberian, neo-Marxist, resource-based, ect.) are characterized and compared, and the approaches themselves are summarized as well. Empirical base for the analysis is the data of nationwide sociological researches carried out by IS RAS in 1994-2013
We focus on one of these aspects of value theory that has remained relatively underexposed, namely the relation between individual social location and human values. Does one’s position in the social structure—indicated by socio-demographic variables such as age, gender, education and income—affect the values that one prioritizes? We pay special attention to the cross-cultural robustness of the relation between social location and values: Can similar patterns be detected in various European countries? Or do cross-national differences in the relation between structure and values depend on elements of the national context?
We depart from Schwartz’ (1992, 1994, 2006) theory of human values, and make use of the value scale included in the European Social Survey (ESS). We believe that this study adds up to existing research in various ways. First, an exceptionally wide range of European countries is taken into account, including various Eastern European countries. Second, we take up the issue of the cross-cultural equivalence of the measurements. Prior to substantive analysis, we test to what extent different cultural interpretations of values affect the validity of cross-national comparisons. Third, to the best of our knowledge, this is the first study that explicitly addresses the question whether national context affects the relation between social location and values.
The article is dedicated to the review of ways of looking at social space in the sociological theory. Basing on works of those authors, who paid special attention for this question, in the text there is considered the variety of theoretical interpretations and instrumental using the category of social space. The accent is made on application of space in the context of urban sociology. All the material is systematized according to division into three aspects of looking at social space: 1. the space of social actors's interactions; 2. the structure of status positions; 3. the connection of geographic space and social meanings that are attached to it.
An attempt of research of a ratio of the theory and practice in François Guizot scientific and public work is undertaken in this article. Guizot is the central figure of the French liberalism of the first half of the XIX century. The theory and practice of this thinker synthesized liberalism and conservatism.
The article presents a sociological interpretation of efficient management of research team’s social structure, based on the stationary action principle.A relevant mathematical model was designed, built on application of variational principle to social structure operationalised as probability density of research team’s social distinctions. The article also includes an overview of empirical testing of the model by conducting a sample study.
This paper represents a synthesis of few working papers of the author, published in various mostly foreign publications. In the paper the author examines social consequences and social prerequisites for specific role that Russian state and Russian audiences are playing in the media. In our opinion the situation in Russian media cannot to be perceived outside the context of social structure of the Russian society and the role of the state in this society.
We consider certain spaces of functions on the circle, which naturally appear in harmonic analysis, and superposition operators on these spaces. We study the following question: which functions have the property that each their superposition with a homeomorphism of the circle belongs to a given space? We also study the multidimensional case.
We consider the spaces of functions on the m-dimensional torus, whose Fourier transform is p -summable. We obtain estimates for the norms of the exponential functions deformed by a C1 -smooth phase. The results generalize to the multidimensional case the one-dimensional results obtained by the author earlier in “Quantitative estimates in the Beurling—Helson theorem”, Sbornik: Mathematics, 201:12 (2010), 1811 – 1836.
We consider the spaces of function on the circle whose Fourier transform is p-summable. We obtain estimates for the norms of exponential functions deformed by a C1 -smooth phase.