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-empty, convex, and closed. The finite dimensional approximations of the problem are constructed

calculations for the transport equations by the explicit finite difference scheme with the local Courant number

We indicate constraints on the space of finite elements providing the validity of discrete inf

derivative and the finite element method for approximating the diffiusion part of the equation. The accuracy

of the desired function for each discrete value of a spatial variable. The finite difference method is used

, Lagrangian finite elements of arbitrary order are applied. Error estimates of approximate eigenvalues

problem in a finite-dimensional subspace. We analyze the convergence and accuracy of the approximate

and as a consequence to present the waiting time analysis of a finite-source M/M/1 retrial queueing system

of approximation in finitely many iterations used approximation becomes satisfactory that guarantees the given

Страница 15 из 5853