Stability estimates in identification problems for the convection-diffusion-reaction equation
GV Alekseev, IS Vakhitov, OV Soboleva - Computational Mathematics and …, 2012 - Springer
Identification problems for the stationary convection-diffusion-reaction equation in a
bounded domain with a Dirichlet condition imposed on the boundary of the domain are …
bounded domain with a Dirichlet condition imposed on the boundary of the domain are …
Two-parameter extremum problems of boundary control for stationary thermal convection equations
GV Alekseev, DA Tereshko - Computational Mathematics and …, 2011 - Springer
Two-parameter extremum problems of boundary control are formulated for the stationary
thermal convection equations with Dirichlet boundary conditions for velocity and with mixed …
thermal convection equations with Dirichlet boundary conditions for velocity and with mixed …
Numerical analysis of inverse problems for the model of transfer of industrial environmental pollution in the machine-building
OV Soboleva, DV Mashkov - Applied Mechanics and Materials, 2015 - Trans Tech Publ
The model of transfer of polluting substance is considered. inverse extremum problem of
identification of the coefficients in an elliptic diffusion-reaction equation is formulated. The …
identification of the coefficients in an elliptic diffusion-reaction equation is formulated. The …
On stability of solutions of the coefficient inverse extremal problems for the stationary convection-diffusion equation
GV Alekseev, MA Shepelov - Journal of Applied and Industrial …, 2013 - Springer
The coefficient inverse extremal problems are studied for the stationary convectiondiffusion
equation in a bounded domain under mixed boundary conditions on the boundary of the …
equation in a bounded domain under mixed boundary conditions on the boundary of the …
Numerical study of the inverse problem for the diffusion-reaction equation using optimization method
OV Soboleva, RV Brizitskii - IOP Conference Series: Materials …, 2016 - iopscience.iop.org
The model of transfer of substance with mixed boundary condition is considered. The
inverse extremum problem of identification of the main coefficient in a nonstationary diffusion …
inverse extremum problem of identification of the main coefficient in a nonstationary diffusion …
Numerical analysis of inverse extremum problems for the nonlinear nonstationary diffusion-reaction equation
OV Soboleva, AY Fershalov - Key Engineering Materials, 2016 - Trans Tech Publ
The model of transfer of substance with Dirichlet boundary condition is considered. Inverse
extremum problem of identification of the main coefficient in a nonstationary diffusion …
extremum problem of identification of the main coefficient in a nonstationary diffusion …
[PDF][PDF] OPTIMIZATION APPROACH FOR IDENTIFICATION PROBLEMS FOR STATIONARY EQUATION OF ADMIXTURE TRANSFER
R Brizitskii, Z Saritskaya, AV Brizitskaya, O Soboleva - kpmit.dvfu.ru
The identification problem for the stationary admixture transfer equation considered in
bounded domain with a Dirichlet condition imposed on the boundary of the domain is …
bounded domain with a Dirichlet condition imposed on the boundary of the domain is …
Optimization Method in 2-D Problems of Material Body Cloaking
GV Alekseev, A Lobanov - Applied Mechanics and Materials, 2015 - Trans Tech Publ
We consider the control problem for two-dimensional model of the electromagnetic field
which describes the scattering E-polarized electromagnetic waves in an infinite …
which describes the scattering E-polarized electromagnetic waves in an infinite …