Romberg integration is a numerical technique used to approximate the definite integral of a function by applying Richardson extrapolation to the trapezoidal rule. This method systematically increases the accuracy of the approximation by using the results from successively finer subdivisions of the integration interval, combining them to eliminate leading error terms. The approach enhances the convergence rate, making it particularly effective for smooth functions.
congrats on reading the definition of Romberg Integration. now let's actually learn it.