Dynamic Susceptibility of a System

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This article introduces research results by members of the Chair for Applied Mathematics, Tomsk Polytechnic University, who are also members of the scientific school of Development of Physical Foundations of Software for Energetic and Information Representation of Functional Characteristics of an Organism for Medical and Preventive Tasks. In this article development of a universal mathematical apparatus to solve the tasks of monitoring, adaptation and regulation is described. To evaluate severity of change in a state vector, which describes mutual dynamic interactions among state variables of a system, geometric means of the vector and its deviation rate are used. Basic principles of assessment of dynamic susceptibility in systems are given. Coefficients that represent deviation of state variables from equilibrium values are described. Ability of regulatory mechanisms of a system to assure its stable functioning is explained.

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378-381

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April 2015

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© 2015 Trans Tech Publications Ltd. All Rights Reserved

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[1] V.S. Rohlov, S.B. Trofimov, History of homeostatic studies, Biologia, 22 (2005) 8-14 (in Russian).

Google Scholar

[2] V.A. Kochegurov, O.M. Gerget, L.I. Konstantinova, Regularity models for development of children at an early age and methods of evaluating their state, Problemy informatiki, 5, 17 (2012) 6-12 (in Russian).

Google Scholar

[3] E.I. Stepanova, R.P. Nartsysov, V.A. Kochegurov, L.I. Konstantinova, Prediction of young children's health, Izdatelstvo Tomskogo Universiteta, Tomsk, 1987 (in Russian).

Google Scholar

[4] O.M. Gerget, T.S. Krivonogova, Mathematical approaches to evaluation of rehabilitation impact on mothers and their children, Voprosy sovremennoy pediatrii, 5 (2009) 15-21.

Google Scholar

[5] O.M. Gerget, V.A. Kochegurov, Energy ad information indicators for evaluation of functioning of medical systems, Bulletin of Tomsk Polytechnic University, 5, 321 (2012) 117-120.

Google Scholar