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... In our group one of the investigation lines is analysis of nonlinear oscillative systems, including chaotic phenomena. ... The most known oscillating chemical reaction which can exhibit various dynamical regimes (periodic, quasiperiodic, diffusive-induced chaotic, and chaotic) is the Belousov reaction. ... Chaotic dynamics in oscillating chemical reactions can appear as a result of nonlinearity of the mass-action law (for the spatially homogeneous media) and due to the diffusion processes. ...

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... It is shown that theoretical methods developed for description of hopping transport in disordered inorganic solids, such as amorphous semiconductors, can also be successfully applied to description of hopping transport in organic disordered systems, such as conjugated or molecularly doped polymers. We concentrate our discussion on percolation approach and show its universal applicability to systems with different distributions of localized state energies. ...

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include stdio.h #include math.h double fdet ( float d, float c, int n ); int fau ( float d, float c, int n, double ua[] ); void fld ( float d, float c, int n, double ld[] ); void fv ( int n, double vld [] ); void main() { int i, i1, j, j1, n = 5 ; float d = 2., c = 1., det ; double ld[ 10 ], ua[100], vld [100]; ...

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. Parent Directory . English pages Международная олимпиада Астрономического Общества . Российская олимпиада школьников по астрономии и физике космоса . Олимпиады ННЦ - Открытые Московские областные олимпиады . Московские городские астрономические олимпиады школьников . Петербургские городские астрономические олимпиады школьников . Полезная информация для любителей астрономии . Back to Подмосковный филиал МГУ им. М.В.Ломоносова . Michael G. Gavrilov - 1996, 1997, 1998, 1999.

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... Basis of Differential Invariants for Several Concrete Groups and Its Applications . ... For Navier-Stokes equations, describing three-dimensional motions of viscous fluid, basis consists of one finite and 12 first-order differential invariants. ... An application of the basis of differential invariants allows one to give a group treatment of known solution of above-mentioned models as well as to obtain a new one. ...

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Psychology in Russia: State of the Art Ї 2009 IntegratIve Psychology: the return to the subjec t of Psychology Vladimir V. Kozlov Yaroslavl State Demidov University Yaroslavl The article analyzes the basic paradigms of psychology and put forward the thesis of the expansion of the subject area of psychology in the course of historical development, and describes the main features of integrative psychology. ... 240 Vladimir V. Kozlov Integrative Psychology: the Return to the Subject of Psychology 241 1. ...

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