Dynamics Aproach to Mathematical Modelling of Political Stability


Akhremenko A.S.,

Dr. Sci. (Polit. Sci.), Professor, School of Social Sciences, HSE University, aakhremenko@hse.ru


elibrary_id: 124097 | ORCID: 0000-0001-8002-7307 | RESEARCHER_ID: L-3000-2015


For citation:

Akhremenko A.S. Dynamics Aproach to Mathematical Modelling of Political Stability . – Polis. Political Studies. 2009. No. 3. P. 105-112. (In Russ.)



Abstract

The author analyzes the principles and the methodological grounds for a dynamics approach to modeling political stability, regarding stability and crisis as a process and accentuating structural characteristics of the system being changed with time. It is noted that in modern political science the main direction of the development of a dynamics approach of analyzing stability is systemic dynamic modelling (SDM). As the key problem of developing modern systemic dynamics, the author points to extraordinary and redundant complication of, whereas, in his opinion, it is only comparatively simple mathematical models that are capable of working.


Content No. 3, 2009

See also:


Bezvikonnaya Ye.V.,
Systemico-Synergetic Model of a Political System. – Polis. Political Studies. 2009. No3

Grinin L.Ye., Korotaev A.V.,
Urbanization and Political Instability: to the Development of Mathematical Models of Political Processes. – Polis. Political Studies. 2009. No4

Okunev I.Yu.,
The Stanford Model of Development Crisis. – Polis. Political Studies. 2009. No3

Wallerstein M.,
Election Rules, Parties and Political Stability. – Polis. Political Studies. 1992. No6

Raspopov N.P.,
Socio-Political Stability of a Region - Subject of the RF. – Polis. Political Studies. 1999. No3


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