The concept of “chaos measure” in the aspect of social synergetics
We understand chaos as a bifurcation process, the quantitative characteristic of which is reduced to the number of possibilities for the further evolution of the system, which in real time is directly expressed by self-oscillations of chaos and order (bifurcation cascade). The questions are being in...
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2019-01-01
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doaj-ddca58be3ab345779bfca8035957e2e02021-02-02T05:42:04ZengEDP SciencesSHS Web of Conferences2261-24242019-01-01720100810.1051/shsconf/20197201008shsconf_appsconf2019_01008The concept of “chaos measure” in the aspect of social synergeticsBusov Sergey0Zobova Maria1Rodukov Alexey2St. Petersburg National Research University of Information Technologies, Mechanics and Optics (NRU ITMO), Center for Social and Humanitarian KnowledgeSaint-Petersburg State University of Telecommunications named after prof. M.A. Bonch-Bruevich, Department of Social and Political SciencesSaint-Petersburg State University of Telecommunications named after prof. M.A. Bonch-Bruevich, Department of Social and Political SciencesWe understand chaos as a bifurcation process, the quantitative characteristic of which is reduced to the number of possibilities for the further evolution of the system, which in real time is directly expressed by self-oscillations of chaos and order (bifurcation cascade). The questions are being investigated: the scientific correctness of such formulations as ―chaos measure‖, ―evolution of chaos‖, correlation of the concepts ―measure of chaos‖ and ―magnitude of entropy‖; does the concept of ―measure of chaos‖ correlate with the concept of entropy; how the concepts of ―measure of chaos‖ and ―measure of order‖ relate, and is it possible to ―control‖ chaos? Models that study the evolution of open systems provide a bifurcation picture of development opportunities in at least two directions: complication and simplification, progress and regression, hierarchization of systems and their de-hierarchization, where a quantitative measure of chaos corresponds to the number of possible outcomes. The conclusion drawn from this is that human influence on the vector of the evolutionary process is reduced to a deliberate impact on the structure, which is commonly called the norm: an individual is able to comprehend the "measure of chaos" of the system of which he is an element, correlate it with the "measure of order" of the system and, setting the norm, thereby determine the direction to the superattractor.https://www.shs-conferences.org/articles/shsconf/pdf/2019/13/shsconf_appsconf2019_01008.pdf |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Busov Sergey Zobova Maria Rodukov Alexey |
spellingShingle |
Busov Sergey Zobova Maria Rodukov Alexey The concept of “chaos measure” in the aspect of social synergetics SHS Web of Conferences |
author_facet |
Busov Sergey Zobova Maria Rodukov Alexey |
author_sort |
Busov Sergey |
title |
The concept of “chaos measure” in the aspect of social synergetics |
title_short |
The concept of “chaos measure” in the aspect of social synergetics |
title_full |
The concept of “chaos measure” in the aspect of social synergetics |
title_fullStr |
The concept of “chaos measure” in the aspect of social synergetics |
title_full_unstemmed |
The concept of “chaos measure” in the aspect of social synergetics |
title_sort |
concept of “chaos measure” in the aspect of social synergetics |
publisher |
EDP Sciences |
series |
SHS Web of Conferences |
issn |
2261-2424 |
publishDate |
2019-01-01 |
description |
We understand chaos as a bifurcation process, the quantitative characteristic of which is reduced to the number of possibilities for the further evolution of the system, which in real time is directly expressed by self-oscillations of chaos and order (bifurcation cascade). The questions are being investigated: the scientific correctness of such formulations as ―chaos measure‖, ―evolution of chaos‖, correlation of the concepts ―measure of chaos‖ and ―magnitude of entropy‖; does the concept of ―measure of chaos‖ correlate with the concept of entropy; how the concepts of ―measure of chaos‖ and ―measure of order‖ relate, and is it possible to ―control‖ chaos? Models that study the evolution of open systems provide a bifurcation picture of development opportunities in at least two directions: complication and simplification, progress and regression, hierarchization of systems and their de-hierarchization, where a quantitative measure of chaos corresponds to the number of possible outcomes. The conclusion drawn from this is that human influence on the vector of the evolutionary process is reduced to a deliberate impact on the structure, which is commonly called the norm: an individual is able to comprehend the "measure of chaos" of the system of which he is an element, correlate it with the "measure of order" of the system and, setting the norm, thereby determine the direction to the superattractor. |
url |
https://www.shs-conferences.org/articles/shsconf/pdf/2019/13/shsconf_appsconf2019_01008.pdf |
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