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A sufficient condition for stability of the calculation of parameters of aperiodic processes based on second order difference equations
Zoteev V.E.
Mathematical modeling and numerical method for estimating the characteristics of non-isothermal creep based on the experimental data
Zoteev V.E.
Modification of finite differences method with use of Taylor expansions
Pavlova G.A., Belyaeva I.V.
A numerical method of nonlinear estimation based on difference equations
Zoteev V.E.
Parametrical identification of the mathematical model in the form of fraction-rational dependencies on the basis of difference equations
Zoteev V.E., Romanyuk M.A.
Numerical method of estimation of parameters of the nonlinear differential operator of the second order
Zoteev V.E., Stukalova E.D., Baskinova E.V.
Mathematical modeling of the conservation of populations
Afanas’eva O.S., Egorova G.F., Kaidalova L.V.
On the accuracy of difference scheme for Navier-Stokes equations
Sidnyaev N.I., Gordeeva N.M.
Numerical method for structural and parametric identification of a mathematical model of incomplete inverse deformation of creep strain
Radchenko V.P., Zoteev V.E., Afanasieva E.A.
A numerical method for the determination of parameters of the strain softening creep model
Zoteev V.E., Makarov R.Y.
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