Organization of data collection and processing of sociodynamic processes with possible self-organization and memory availability and analysis of observed characteristics of their time series

Konstantin K. Otradnov, Vladimir N. Kalinin, Sergey A. Lesko, Irina V. Platonova

Abstract


he article discusses the development of specialized software for collecting, processing and storing data from sociodynamic processes (changing the emotional color of user comments on published news in online media, and electoral campaigns of the US presidential elections in 2012 and 2016). It has been shown that for its creation it is possible to use the pipeline principle with the implementation of a microservice architecture, and for storing data, taking into account their specifics and origin, the use of graph databases is preferable. Based on the collected data, time series of observed processes were obtained. Their R/S analysis showed that they had antipersistance. A study of the dependence of the mathematical expectation, variance and excess of the amplitudes of deviations of series levels from the dimensions of the amplitude calculation time interval ("sliding window") showed that for the mathematical expectation there is a root dependence of fractional degree; for dispersion - the power law with a fractional indicator greater than 1.5; and the behavior of the excess shows the presence of the so-called "heavy tails," its magnitude is significantly greater than that of the normal distribution. The obtained results indicate that the time series of the processes under consideration have unsteady, non-locality, both in time (have memory) and state (show self-organization).


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References



DOI: 10.25559/INJOIT.2307-8162.12.202404.04-14

Mitra R, Nadareishvili I. Microservices. From architecture to release. O'Reilly, 2024. 336 p. [rus]

McKinley W. Python and data analysis. Per. with English. Slinkin A.A. M.: DMK Press, 2015. [rus].

Hellman D. Python Standard Library 3. Reference book with examples. Dialectics. 2nd ed. 2019. [rus]

Percival G. Python. Development based on testing. 2018. [rus]

Robinson Yang, Eifrem Emil, Weber Jim, Graph Databases. New opportunities for work, DMK-Press, 2016 ISBN: 978-5-97060-201-0.

Zhukov D., Khvatova T., Zaltsman A. Stochastic Dynamics of Influence Expansion in Social Networks and Managing Users’ Transitions from One State to Another. In Proceedings of the 11 th European Conference on Information Systems Management, ECISM 2017, The University of Genoa, Italy, 14 -15 September, 2017, pp. 322 – 329.

Sigov A.S., Zhukov D.O., Khvatova T.Yu., Andrianova E.G. A Model of Forecasting of Information Events on the Basis of the Solution of a Boundary Value Problem for Systems with Memory and Self-Organization. Journal of Communications Technology and Electronics, vol. 18, no 2, pp. 106–117, 2018

Zhukov D., Khvatova T., Istratov L. A stochastic dynamics model for shaping stock indexes using self-organization processes, memory and oscillations. In Proceedings of the European Conference on the Impact of Artificial Intelligence and Robotics, ECIAIR 2019, Oxford, UK, 31 October–1 November 2019, pp. 390 – 401, 2019.

Zhukov D., Khvatova T., Istratov L. Analysis of non-stationary time series based on modelling stochastic dynamics considering self-organization, memory and oscillations. In ITISE 2019 International Conference on Time Series and Forecasting. Proceedings of Papers, 25-27 September 2019, Granada (Spain), Vol. 1, pp. 244 – 254, 2019.

Hurst H.E. Long - term storage capacity of reservoirs. Transactions of American Society of Civil Engineers, vol. 116, p. 770, 1951.

Mandelbrot B. B. The Fractal Geometry of Nature. W. H. Freeman, Sun Francisco, 1982.


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