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Simulation of control processes, stability and stabilization of systems with program constraints
Mukharlyamov R.G.
physical nature are considered. Stability conditions for solutions of equations of dynamics with respect
Stability of Solutions to Extremal Problems with Constraints Based on λ-Truncations
Arutyunov A.V., Zhukovskiy S.E., Tsarkov K.A.
of general type. We obtain sufficient conditions for stability of a strict solution and conditions
Possible solutions of inverse dynamical problems with regards for nonlinear constraint stabilization function
Kaspirovich I.E., Mukharlyamov R.G.
Baumgarte's method of constraint stabilization can be applied to find a stable numerical solution
On stability of solutions to certain differential equations with discontinuous right-hand sides
Bezyaev V.I.
-hand sides effective conditions for stability and instability of their solutions are given. © The Eurasian
Modelling of dynamics of mechanical systems with regard for constraint stabilization
Mukharlyamov R.G.
manifold and to solve the problem of constraint stabilization at numerical solution of dynamics equations
Stability of Periodic Solutions for Hysteresis-Delay Differential Equations
Gurevich P., Ron E.
established existence and uniqueness of solutions, we focus on the analysis of stability of periodic solutions
Stability of Possibly Nonisolated Solutions of Constrained Equations, with Applications to Complementarity and Equilibrium Problems
Arutyunov A.V., Izmailov A.F.
to natural conditions guaranteeing stability of a solution of a cone-constrained equation subject to wide
On stability of stationary soliton solutions to the nonlinear field equation in a general spinor model
Chakrabarti S.
solutions is considered. Some necessary conditions for stability are obtained and it is shown
Analysis of Possible Solutions of Some Inverse Dynamical Problem with Regard for Constraint Stabilization
Mukharlyamov R.G., Kaspirovich I.E.
solutions satisfy the constraint stabilization conditions are outlined. Modified Helmholtz conditions
On some estimations of deviations between real solution and numerical solution of dynamical equations with regard for Baumgarte constraint stabilization; [Баумгарт байланысының тұрақтануын ескере отырып, динамикалық теңдеулердiң нақты және сандық шешiмi арасындағы ауытқулардың кейбiр бағалаулары туралы]; [О некоторых оценках отклонений между реальным и численным решениями динамических уравнений с учетом стабилизации связи Баумгарта]
Akylbayev M.I., Kaspirovich I.E.
to estimate the deviation of real solution from the numerical one the method of constraint stabilization can

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