Search Results - "Tutueva, A V"

Symmetric extrapolation solvers for ordinary differential equations by Butusov, D. N., Karimov, A. I., Tutueva, A. V.

“…A comparison of several symmetric extrapolation methods is undertaken: Gragg-Bulirsch-Stoer (GBS) explicit midpoint rule, implicit midpoint rule, and a new…”
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Extrapolation Semi-implicit ODE solvers with adaptive timestep by Butusov, D. N., Tutueva, A. V., Homitskaya, E. S.

“…Semi-implicit numerical integration methods are an effective trade-off between weakly stable explicit and computationally expensive implicit ODE solvers…”
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Hardware-targeted semi-implicit extrapolation ODE solvers by Butusov, D.N., Karimov, A.I., Tutueva, A.V.

“…One of the most valuable problems in control systems design is fast and accurate numerical simulation. The developer of a particular simulation system should…”
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Simulation of dynamical systems based on parallel numerical integration methods by Butusov, D. N., Ostrovskii, V. Y., Tutueva, A. V.

“…This paper discusses the new class of ordinary differential equations solvers, based on parallel methods of numerical integration. The application problems of…”
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Methods for bifurcation and recurrent analysis of nonlinear dynamical systems on memristive circuit example by Butusov, D.N., Kobyzev, N.P., Pesterev, D.O., Tutueva, A.V., Rybin, V.G.

“…The subject of this study is the analysis algorithms for studying the behavior of the computer models of electronic circuits with advanced nonlinear elements…”
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METHODS FOR BIFURCATION AND RECURRENT ANALYSIS OF NONLINEAR DYNAMICAL SYSTEMS ON MEMRISTIVE CIRCUIT EXAMPLE by Butusov, D N, Kobyzev, N P, Pesterev, D O, Tutueva, A V, Rybin, V G

“…The subject of this study is the analysis algorithms for studying the behavior of the computer models of electronic circuits with advanced nonlinear elements…”
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