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There might be a discussion about this on the talk page. This defines the function for computing the coefficients to a desired precision.
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Since the structure of the coefficients includes an error vector, the implementation is able to ascertain that adaptive step sizes can be computed.
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These conditions effectively determine the points in time at which the function is sampled and are a particularly useful device in the derivation of high-order Runge – Kutta methods.
The coefficients of the method are free parameters that are chosen to satisfy a Taylor series expansion through some order in the time mi-centre.com practice other .Download