Displaying similar documents to “Interpolation of random hyperplanes.”

Use of the method of factorization for solving differential equations in a rectangular region.

Josef Čermák (1970)

Aplikace matematiky

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This paper demonstrates a possibility of solving a partial differential equation of elliptic type of the second order in a rectangular region. The arrangement of the points of the net is done so as to give the possibility of using the factorization method for solving the difference equations. The formulation of the difference equations, their solving has been programmed in ALGOL 60 at the end of the paper. This paper demonstrates a possibility of solving a partial differential equation...

Special finite-difference approximations of flow equations in terms of stream function, vorticity and velocity components for viscous incompressible liquid in curvilinear orthogonal coordinates

Harijs Kalis (1993)

Commentationes Mathematicae Universitatis Carolinae

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The Navier-Stokes equations written in general orthogonal curvilinear coordinates are reformulated with the use of the stream function, vorticity and velocity components. The resulting system id discretized on general irregular meshes and special monotone finite-difference schemes are derived.