Abstract:
A program realization is proposed for superfast elliptic problems solving with a posteriori error estimation in two-dimensional and three-dimensional rectangular domains. The programs are implemented in MatLab environment. The algorithm features are described in detail and program codes are presented. The algorithm performance is illustrated for thin boundary layer problems.
Keywords:elliptic problems, relaxation count, logarithmic set of steps, evolutionary factorization, error estimation, Richardson method, program complex, boundary layer.
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