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Whilst in the direct Stokes problem we observed that the difference between the analytical solution and the numerical results for P using N = 80 was less than 1%, in the inverse
The inverse problem for subset sums is to determine the structure of the extremal sets A of integers for which | P.. A|
Existence results for problems with monotone nonlinear boundary conditions obtained in the previous publications by the au- thor for functional differential equations are transferred
The second boundary value problem of electroelasticity for this kind medium was solved in [1] using the theory of analytic functions and singular integral equations.. The boundary
We study the image of E2 and the kernel of the next morphism E3 , and solve the corresponding local and global inverse problem when a three-form comes (via a variational map) from
Yurchuk, A partially characteristic mixed boundary value problem with Gour- sat initial conditions for linear equations with two-dimensional time , Diff. Yurchuk, The Goursat
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
An algorithm has been developed for the numerical solution of the incompressible Navier–Stokes with central dierences in primitive variables and the Neumann boundary condition for