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Original Articles

A general theory of stabilized extended one-step methods for odes

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Pages 253-263 | Received 15 Jun 1995, Published online: 19 Mar 2007

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Read on this site (2)

A. A. Karaballi. (1999) High-accuracy non-dissipative extended one-step methods for oscillatory problems. International Journal of Computer Mathematics 72:2, pages 253-269.
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T. Van Hecke, G. VandenG Berghe, M. Van Daele & H De Meyer. (1997) A variable-step variable-order algorithm for systems of stiff odes. International Journal of Computer Mathematics 63:1-2, pages 149-157.
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Articles from other publishers (6)

M. Van Daele & G. Vanden Berghe. (2004) Extended One‐Step Methods: An Exponential Fitting Approach. Applied Numerical Analysis & Computational Mathematics 1:2, pages 353-362.
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M.Van Daele, T.Van Hecke, G.Vanden Berghe & H.De Meyer. (1999) Deferred correction with mono-implicit Runge–Kutta methods for first-order IVPs. Journal of Computational and Applied Mathematics 111:1-2, pages 37-47.
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H De Meyer, G Vanden Berghe, T Van Hecke & M Van Daele. (1997) On the generation of mono-implicit Runge-Kutta-Nyström methods by mono-implicit Runge-Kutta methods. Journal of Computational and Applied Mathematics 87:1, pages 147-167.
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T. Van Hecke, M. Van Daele, G. Vanden Berghe & H. De Meyer. (1997) A mono-implicit Runge-Kutta-Nyström modification of the Numerov method. Journal of Computational and Applied Mathematics 78:1, pages 161-177.
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T. Hecke, M. Daele, G. Berghe & H. Meyer. 1997. Numerical Analysis and Its Applications. Numerical Analysis and Its Applications 536 545 .
H. De Meyer, T. Van Hecke, G.Vanden Berghe & M. Van Daele. (1996) Multistride L-Stable fourth-order methods for the numerical solution of ODEs. Computers & Mathematics with Applications 32:7, pages 1-8.
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