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Simulation of control processes, stability and stabilization of systems with program constraints
Mukharlyamov R.G.
Problems of control of dynamics of systems with program constraints containing elements of various
Stabilization of Optimal Trajectories of Dynamical Systems
Kaspirovich I.E., Mukharlyamov R.G.
The conditions of stability and stabilization of invariant sets of a dynamical system corresponding
Modelling of dynamics of mechanical systems with regard for constraint stabilization
Mukharlyamov R.G.
of the system with regard for active forces and constraints restricted its movement. Desirable properties
Analysis of Possible Solutions of Some Inverse Dynamical Problem with Regard for Constraint Stabilization
Mukharlyamov R.G., Kaspirovich I.E.
Abstract: Methods for constructing systems of second-order ordinary differential equations whose
Asymptotic stability of the equations system describing the manipulator hydralic system operation
the asymptotic stability area for the system of equations describing the mathematical model involving the system
Role of space and stability in the development of tourism
Gabdrakhmanov N., Rubtzov V., Baybakov E., Ulengov R.
Organization. The analysis allowed us to define the concept of "stability of a system" as its ability to remain
Constraint stabilization application to chaplygin systems
Kaspirovich I.E., Mukharlyamov R.G.
The paper considers the problem of the dynamics control of nonholonomic Chaplygin systems
Stability Analysis for Composite Optimization Problems and Parametric Variational Systems
Mordukhovich B.S., Sarabi M.E.
stability of parametric variational systems with convex piecewise linear potentials. © 2016, Springer
On problem of partial detectability for nonlinear discrete-time systems [О детектируемости по части переменных нелинейных дискретных систем]
Vorotnikov V.I., Martyshenko Yu.G.
of the main problems of a qualitative study of such systems is the problem of stability of the zero
GENERALIZED KAPITZA PENDULUM AND STABILITY ANALYSIS
Sevastianov L.A., Vassilyeva D.
frequencies and amplitudes. Lyapunov stability analysis for this system was applied.

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