Cluster Characteristic Structure of Society - the Basis of Mathematical Sociology

Authors

  • Joseph Koltunov V. N. Karazin Kharkiv National University, 4, Svoboda Sq., Kharkov 61022, Ukraine,

Keywords:

blending model of probability distributions of attributes of the objects, the distinctive characteristics of objects of society (individuals), objective cluster structure of society, informative equivalent matrixes of observation, dynamic theory of social development

Abstract

The most modern area of mathematical processing of the experimental observations, the most in-depth in theoretical perspective and the most extensive in terms of practical applications, is structural-statistical theory of recognition and classification of objects (RCO). The mathematical basis of the RCO is a blending model of distribution of features, building of distinctive characteristics and clustering (classification) of the set of observed objects by these characteristics. The use of RCO in sociology allows you to define and to build the distinctive characteristics of the members of society, the objective structure of society, as well as to identify the ways of analysis of the dynamics of social structures.

Author Biography

  • Joseph Koltunov, V. N. Karazin Kharkiv National University, 4, Svoboda Sq., Kharkov 61022, Ukraine,

    PhD of Physical and Mathematical Sciences, Senior Researcher, Department of Higher Mathematics and Computer Science, Faculty of Mechanics and Mathematics

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Published

2019-08-08

Issue

No. 1053 (2013)

Section

Theoretical and Methodological Problems of Sociology

How to Cite

Cluster Characteristic Structure of Society - the Basis of Mathematical Sociology. (2019). Visnyk of V. N. Karazin Kharkiv National University. Series Sociological Studies of Contemporary Society: Methodology, Theory, Methods, 1053, 76-85. https://periodicals.karazin.ua/ssms/article/view/13703