Directory UMM :Journals:Journal_of_mathematics:EJQTDE:
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The paper shows that the heat equation with initial-boundary conditions can be obtained as the hydrodynamical limit (in a weak sense) for the Goldstein-Taylor model of the
But a problem of the Darboux type with boundary conditions of form (6) on temporal hyperplanes is uniquely solvable for one hyperbolic equation of second-order with
In the present paper we investigate the blowing up of solutions [8] of the initial boundary value problem for the nonlinear Timoshenko equation.. Let the following
We establish sufficient conditions under which the rate function for the Euler approximation scheme for a solution of a one-dimensional sto- chastic differential equation on the
three point boundary value problem, third order differential equation, positive solution, vector field, fixed point in cones.. EJQTDE,
The Fuˇc´ık spectra have been investigated for the second order equation with different two-point boundary conditions.. This paper is organized
S., On some problems of optimization of systems of linear hyper- bolic equation of second order with discontinuous solutions and non-local boundary conditions. M., Boundary
We consider the initial boundary value problem for the heat equation in a region with innite and nite boundaries (direct problem) and the related problem to reconstruct the
