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Numerical Integration: Romberg's Method
Romberg's method is a powerful numerical integration technique that uses refinements of the extended trapezoidal rule to reduce error in definite integrals.


Each element of the column is calculated from the elements of the preceding column, , using the expression .
The elements of the first column are calculated using the trapezoidal rule with subdivisions.


"Numerical Integration: Romberg's Method" from The Wolfram Demonstrations Project
 http://demonstrations.wolfram.com/NumericalIntegrationRombergsMethod/
Contributed by: Eugenio Bravo Sevilla
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