On the convergence, consistency and stability of a one-step method for numerical integration of ordinary differential equation

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Department of Applied Mathematics, University of Fort Hare, Alice, South Africa ^{[1
]}

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Int J Comput Math | / 2卷 / 261-277期

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[31] CONVERGENCE OF ONE-STEP METHOD FOR MINIMIZATION OF CONVEX FUNCTIONS
MANS, D
MANUSCRIPTA MATHEMATICA, 1972, 6 (01) : 33 - &
[32] DISCRETE GALERKIN AND RELATED ONE-STEP METHODS FOR ORDINARY DIFFERENTIAL EQUATIONS
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MATHEMATICS OF COMPUTATION, 1972, 26 (120) : 881 - 891
[33] Revision of the theory of symmetric one-step methods for ordinary differential equations
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[34] Error Inhibiting Block One-step Schemes for Ordinary Differential Equations
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[35] Error Inhibiting Block One-step Schemes for Ordinary Differential Equations
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[36] MARGINAL STABILITY AND STABILIZATION IN NUMERICAL INTEGRATION OF ORDINARY DIFFERENTIAL EQUATIONS
BRUNNER, H
MATHEMATICS OF COMPUTATION, 1970, 24 (111) : 635 - &
[37] Revision of the theory of symmetric one-step methods for ordinary differential equations
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[38] Generalized Hybrid One-Step Block Method Involving Fifth Derivative for Solving Fourth-Order Ordinary Differential Equation Directly
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[39] Revision of the theory of symmetric one-step methods for ordinary differential equations
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Journal of Applied Mathematics and Computing, 1998, 5 (03): : 579 - 600
[40] On the Consistency and Convergence of Classical Richardson Extrapolation as Applied to Explicit One-Step Methods
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