Updating Iterative Factorization for the Numerical Solution of Two Elliptic Equations of the Second Order in Rectangular Area
Authors
Andrei Leonidovich Ushakov
South Ural State University
Keywords:
iterative factorization, fictitious continuations
Abstract
Two elliptic equations of the second order in rectangular area under the mixed regional conditions are considered. Their numerical decision is reduced by means of iterative factorization and fictitious continuations to the solution of systems of the linear algebraic equations with triangular matrixes, in which the quantity of nonzero elements in each line do not exceed three.
Author Biography
Andrei Leonidovich Ushakov, South Ural State University
Associate Professor, Differential and Stochastic Equations Department
