A review of procedures for summing Kapteyn series in mathematical physics.
Application of accretive operators theory to evolutive combined conduction, convection and radiation.
The accretive operators theory is employed for proving an existence theorem for the evolutive energy equations involving simultaneously conduction, stationary convection (in the sense that the velocity field is assumed to be time independent), and radiation. In doing that we need to use new existence results for elliptic linear problems with mixed boundary conditions and irregular data.
Binary and millisecond pulsars.
Comparison of nonlinear solvers for the solution of radiation transport equations.
Cosmological symmetry breaking and generation of electromagnetic field.
Error analysis for the finite element approximation of a radiative transfer model
Existence of solutions of an integral equation of Chandrasekhar type in the theory of radiative transfer.
History of astroparticle physics and its component.
Numerical treatment of a time dependent inverse problem in photon transport
The time-dependent intensity of a UV-photon source, located inside an interstellar cloud, is determined by formulating and solving an inverse problem for the integro-differential transport equation of photons in a one-dimensional slab. Starting from a discretizazion of the forward problem, an iterative procedure is used to compute the values of the source intensity at increasing values of the time.
On a class of nonlinear integral equations arising in neutron transport.
On the number of solutions of some integral equations arising in radiative transfer.
Optimal control approach in inverse radiative transfer problems : the problem on boundary function
Optimal control approach in inverse radiative transfer problems: the problem on boundary function
The paper presents some results related to the optimal control approachs applying to inverse radiative transfer problems, to the theory of reflection operators, to the solvability of the inverse problems on boundary function and to algorithms for solution of these problems.
Quelques applications de la positivité en théorie du transport
Stationary states of a gas in a radiation field from a kinetic point of view
The temperature of an asteroid
�?tude de l'equation de Boltzmann du transport de neutrons - I
Unsteady flow of a radiating gas between concentric cylinders
Varying constants, gravitation and cosmology.
Об одной задаче В. С. Владимирова в теории переноса излучения
In this paper the method of spherical harmonics (MSH) is investigated, which is one of effective methods of approximative solution of the transport equation. On a unified methodical basis, boundary conditions on the outside and inner boundaries for every -approximation of MSH are formulated. These boundary conditions coincide with Vladimirov’s conditions (for ) and Rumjancev’s conditions (for every ). Symmetrization of the system of stationary equations of MSH for every -approximation with arbitrary...