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This document discusses Romberg integration, a technique for numerically estimating definite integrals and extrapolating integration results to improve accuracy. It begins by introducing the mid-point rule for approximating integrals with rectangles. It then shows that the error of this approximation involves even powers of the step size h. The document describes how repeated integrations can be used to express the error in terms of unknown coefficients and derive formulas for estimating errors and extrapol
- Author
- Mariela Veronica Ramos
- Language
- EN