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The document presents a theoretical framework for using repeated Richardson extrapolation (RRE) to minimize discretization errors in numerical solutions of the 2D Laplace equation, employing finite difference methods. It demonstrates that RRE significantly enhances accuracy, reduces computational costs, and can be applied to various numerical methods and variables. The study includes detailed mathematical modeling, numerical solutions, and the effectiveness of RRE in improving error estimations across diffe

Author

material.concurso.rmvl

Language

EN