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Asynchronous iterations of HSS method for non-Hermitian linear systems
Gbikpi-Benissan G., Zou Q., Magoulès F.
HSS and our asynchronous variant, on both real and complex non-Hermitian linear systems, respectively
Формирование пространства признаков на основе антропоморфической обработки информации в распознавателях речи в условиях противодействия
Иванов, А. В., Ivanov, A. V.
to ensure increased performance of automated speech recognition systems in adverse conditions in the result
Piecewise-linear Lyapunov functions for linear time invariant systems
Bobyleva O.N.
The piecewise-linear Lyapunov functions for linear time stationary systems are studied
A model solution of the generalized langevin equation: Emergence and breaking of time-scale invariance in single-particle dynamics of liquids
Mokshin A., Galimzyanov B.
of generalized Langevin equation can be obtained on the basis of simple comparison of the time scale
Asymptotic Solutions of Strongly Non-Linear Systems of Differential Equations
Фурта С. Д.
Asymptotic Solutions of Strongly Non-Linear Systems of Differential Equations
Blow-up instability in non-linear wave models with distributed parameters
Korpusov M.O., Ovsyannikov E.A.
We consider two model non-linear equations describing electric oscillations in systems
Application of a markov process as a method of modeling the development process from the perspective of the situational approach
Abramova O., Mahmutova D.
This article describes a new approach to the problem of nonlinear systems development in terms
NATIONAL AND CULTURAL IDENTITY OF THE ARGENTINE NATIONAL VARIANT OF THE SPANISH LANGUAGE
Tkachev V.V.
of the national variant of the Spanish language in Argentina is largely determined by non-linguistics factors
A model solution of the generalized langevin equation: Emergence and breaking of time-scale invariance in single-particle dynamics of liquids
Mokshin A., Galimzyanov B.
of generalized Langevin equation can be obtained on the basis of simple comparison of the time scale
On the topological properties of the attainability set of linear systems
Arutyunov A.V., Pavlova N.G., Sarychev Andrey V.
The authors consider the linear time-variant system dot{x}=A(t)x+B(t)u, x(0)=0, in which

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