Tamara G Stryzhak - Böcker

There are different criteria for the stability of the solution of linear differential equations which are based on the characteristic equation analysis. In this work the reader will find principally new ways of frequency criteria for stability der...

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This book presents the Determinant theory with the use of hypercomplex Grassmann figures. It simplifies the proof of many determinant features. It also states several ways of solutions of linear algebraic systems, most of which are connected with ...

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The reduction principle is a common idea which states that while researching the stability of solutions of the dynamic system (the system of differential, difference, differential-difference equations) the order of the researched system can be dec...

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The book "Analytical functions of Matrices" continues the series "Modern Mathematics for Engineers". This project is addressed to upper-course university students in Mathematics specialties, to graduate students, and to researchers who apply Mathe...

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Tamara G. Stryzhak researches the stability of solutions of the system of linear difference equations with random Markovian coefficients. She also deals with Lyapunov functions which were used to receive the necessary and sufficient conditions of ...

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The minimax criterion for stability is a sufficient criterion for the motion stability of a mechanical system under the influence of small-amplitude high-frequency parameter oscillations. This criterion allows to find stability conditions of oscil...

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