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Attractor property for terminal manifold in control synthesis problem
Diveev A., Sofronova E.
methods for numerical solution of the problem are proposed.A numerical criterion of the attractor is set
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.
The numerical solution of a system of differential equations with constraints can be unstable due
Small Variations of Basic Solution Method for Non-numerical Optimization
Diveev A.I.
The universal method for the solution of problems of non-numerical optimization is considered
About local numerical solution of boundary problems of elasticity three-dimensional theory
Mozgaleva M.L., Akimov P.A.
The distinctive paper is devoted to wavelet-based multilevel method of local numerical solution
Numerical Solution of Quantum Cosmological Model Simulating Boson and Fermion Creation
Christianto V., Smarandache F.
A numerical solution of Wheeler-De Will equation for a quantum cosmological model simulating boson
Numerical Diagnostics of Solution Blow-Up in a Thermoelectric Semiconductor Model
Korpusov M.O., Shafir R.S., Matveeva A.K.
and electrical breakdowns possibly arising over time. A method for numerical diagnostics of solution blow
Symbolic-Numerical Modeling of the Propagation of Adiabatic Waveguide Mode in a Smooth Waveguide Transition
Divakov D.V., Tyutyunnik A.A.
by the symbolic-numerical method, while the system is solved symbolically. The paper presents solutions
On some estimations of deviations between real solution and numerical solution of dynamical equations with regard for Baumgarte constraint stabilization
Akylbayev M.I., Kaspirovich I.E.
The numerical solution of a system of differential equations with constraints can be unstable due
Analysis of Numerical Solution Stability of Motion of Rolling Sphere on Rotating Plane
Kaspirovich I.E.
Analysis of Numerical Solution Stability of Motion of Rolling Sphere on Rotating Plane
On estimating the local error of a numerical solution of a parametrized Cauchy problem
Kuznetsov E.B., Leonov S.S.
On estimating the local error of a numerical solution of a parametrized Cauchy problem

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