In this video explaining Milne's numerical method example. In this problem using predictor and corrector. Milne's method is a popular choice for solving stiff differential equations because it is unconditionally stable and does not require the step size to be adjusted based on the stiffness of the equation. It is also relatively easy to implement and can provide accurate solutions with a relatively small number of function evaluations. However, it may not be as efficient as other methods for non-stiff equations.
#milnesmethod #numericalmethod
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5 сен 2024
