Changing stepsize is a characteristic difficulty with effective order methods and we propose a way of overcoming this difficulty. We also consider the possible ...
In this paper we revert to the original application, the construction of explicit Runge-Kutta methods. Changing stepsize is a characteristic difficulty with ...
John C. Butcher, T. M. H. Chan: Variable stepsize schemes for effective order methods and enhanced order composition methods.
Variable stepsize schemes for effective order methods and enhanced order composition methods. Numer. Algorithms, 26 (2001), pp. 131-150. View in Scopus Google ...
Butcher, J.C. and Chan, T.M.H., Variable stepsize schemes for effective order methods and enhanced order composition methods. Numer. Algorithms. v26. 131 ...
... techniques for stepsize control for Runge–Kutta methods ... Variable stepsize schemes for effective order methods and enhanced order composition methods.
Variable stepsize schemes for effective order methods and enhanced order composition methods. J.C. Butcher; T.M.H. Chan. OriginalPaper Pages: 131 - 150. The ...
Sep 25, 2019 · Variable stepsize, variable order (VSVO) methods are the methods of choice to efficiently solve a wide range of ODEs with minimal work and assured accuracy.
Missing: schemes effective composition
Chan, Variable stepsize schemes for effective order methods and enhanced order composition methods, Numer. Algorithms, 26 (2001), 131–150. Crossref · Web of ...
Apr 5, 2024 · The aim of this paper is to construct new classes of 4th- and 6th-order composition methods that are even more efficient for problems that can ...