Scraton R.E.Estimation of the truncation error in Runge-Kutta and allied processesComputer Journal vol 7 April 1964 pp 246-248
2.
Sarafyan D.Error estimation for Runge-Kutta methods through pseudo-iterative formulas Technical report no 14Louisiana State UniversityNew Orleans May 1966
3.
Kuntzmann J.Evaluation de l'erreur sur un pas dan les méthodes à pas séparésChiffres vol 21959 pp 97-102
4.
Chai A.S.Error estimate of a fourth-order Runge-Kutta method with only one initial derivative evaluationProceedings Spring Joint Computer Conference1968 pp 467-471
5.
Merson R.H.An operational method for the study of integration processesProceedings Symposium on Data Processing Weapons Research EstablishmentSalisbury South Australia 1957
6.
Fox L.Numerical solution of ordinary and partial differential equationsPergamon Press1962 p 25
7.
Sarafyan D.Error estimation for Runge-Kutta methods through pseudo-iterative formulas Technical report no 14 Louisiana State UniversityNew Orleans May 1966
8.
Chai A.S.Error estimation of a fourth-order Runge-Kutta method with only initial derivative evaluationSpring Joint Computer Conference1968 pp 467-471
9.
Burlirsch R.Stoer J.Numerical treatment of ordinary differential equations by extrapolation methodsNumerische Mathematik vol 81966 pp 1-13
10.
Lance G.N.Numerical methods for high speed computersIliffe & SonsLondon1960 pp 56-57
11.
Merson R.H.An operation method for the study of integration processesWeapons Research EstablishmentSalisbury South Australia 1957 Scheduled for publication in SIMULATION
12.
13.
Niesse D.H.Technical commentSIMULATION February 1970 pp 93-94