On the order of deferred correction

@inproceedings{Hansen2011OnTO,
  title={On the order of deferred correction},
  author={Anders C. Hansen and John Strain},
  year={2011}
}
New deferred correction methods for the numerical solution of initial value problems in ordinary differential equations have recently been introduced by Dutt, Greengard and Rokhlin. A convergence proof is presented for these methods, based on the abstract Stetter-Lindberg-Skeel framework and Spijker-type norms. It is shown that p corrections of an order-r one-step solver yield order-r(p+1) accuracy. 

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