A boundary optimal control problem of complex heat transfer is under consideration. The
problem is composed of a nonstationary heat transfer equation and the steady-state P 1 …

The problem of optimal heat removal from a three-dimensional domain is considered. The
specific of the study consist in accounting for the radiative heat transfer. The so-called P 1 …

A boundary control problem for a nonlinear steady-state heat transfer model accounting for
heat radiation effects is considered. The problem consists in the minimization of a cost …

An inhomogeneous steady-state problem of radiative-conductive heat transfer in a three-
dimensional domain is studied in the framework of the P 1 approximation of the nonlinear …

A boundary control problem for a nonlinear steady-state heat transfer model accounting for
heat radiation effects is considered. The aim of control consists in obtaining a prescribed …

We consider an inverse problem for a system of equations modeling quasi-static conductive
and radiative heat transfer. The problem consists in finding the right-hand side of the heat …

The paper is concerned with a problem of diffraction type. The study starts with equations of
complex (radiative and conductive) heat transfer in a multicomponent domain with Fresnel …

In this paper, a quasi-static problem of radiative-conductive heat exchange in a three-
dimensional domain is considered in the framework of diffusion P 1 approximation of the …

We study the diffusive limit approximation for a nonlinear radiative heat transfer system that
arises in the modeling of glass cooling and greenhouse effects and in astrophysics. The …

This paper deals with existence and uniqueness results for a transient nonlinear radiative–
conductive system in three-dimensional case. This system describes the heat transfer for a …