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Title | Field theory of self-organization |
Authors |
Khomenko, Oleksii Vitaliiovych
![]() Oliemskoi, Oleksandr Ivanovych Oliemskoi, D.A. |
Keywords |
Self-organization Lorenz equations Supersymmetry theory |
Type | Article |
Date of Issue | 2004 |
URI | http://essuir.sumdu.edu.ua/handle/123456789/16485 |
Publisher | Physica A |
License | |
Citation | A.I. Olemskoi, A.V. Khomenko, D.A. Olemskoi, Field theory of self-organization// Physica A. - 2004. - V.332. - P. 185-206 |
Abstract |
The subject of this study is the self-organizing system
whose behavior is governed by the field of an
order parameter, a fluctuation amplitude of conjugate field,
and a couple of Grassmann conjugated fields that define the entropy as
a control parameter. Within the framework of self-consistent approach
the macro- and microscopic susceptibilities, as well
as memory and nonergodicity parameters, are determined as functions
of the intensities of thermal and quenched disorders.
The phase diagram is calculated that defines the domains of ordered,
disordered, ergodic, and nonergodic phases.
When you are citing the document, use the following link http://essuir.sumdu.edu.ua/handle/123456789/16485 |
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