A Two Point Difference Scheme of an Arbitrary Order of Accuracy for BVPS for Systems of First Order Nonlinear Odes

V.L. Makarov; I.P. Gavrilyuk; M.V. Kutniv; M. Hermann

doi:10.2478/cmam-2004-0026

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A Two Point Difference Scheme of an Arbitrary Order of Accuracy for BVPS for Systems of First Order Nonlinear Odes

V.L. Makarov , I.P. Gavrilyuk , M.V. Kutniv and M. Hermann

Published/Copyright: January 1, 2004

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From the journal Computational Methods in Applied Mathematics Volume 4 Issue 4

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APA
Harvard
Chicago
Vancouver

Makarov, V.L., Gavrilyuk, I.P., Kutniv, M.V. and Hermann, M.. "A Two Point Difference Scheme of an Arbitrary Order of Accuracy for BVPS for Systems of First Order Nonlinear Odes" Computational Methods in Applied Mathematics, vol. 4, no. 4, 2004, pp. 464-493. https://doi.org/10.2478/cmam-2004-0026

Makarov, V., Gavrilyuk, I., Kutniv, M. & Hermann, M. (2004). A Two Point Difference Scheme of an Arbitrary Order of Accuracy for BVPS for Systems of First Order Nonlinear Odes. Computational Methods in Applied Mathematics, 4(4), 464-493. https://doi.org/10.2478/cmam-2004-0026

Makarov, V., Gavrilyuk, I., Kutniv, M. and Hermann, M. (2004) A Two Point Difference Scheme of an Arbitrary Order of Accuracy for BVPS for Systems of First Order Nonlinear Odes. Computational Methods in Applied Mathematics, Vol. 4 (Issue 4), pp. 464-493. https://doi.org/10.2478/cmam-2004-0026

Makarov, V.L., Gavrilyuk, I.P., Kutniv, M.V. and Hermann, M.. "A Two Point Difference Scheme of an Arbitrary Order of Accuracy for BVPS for Systems of First Order Nonlinear Odes" Computational Methods in Applied Mathematics 4, no. 4 (2004): 464-493. https://doi.org/10.2478/cmam-2004-0026

Makarov V, Gavrilyuk I, Kutniv M, Hermann M. A Two Point Difference Scheme of an Arbitrary Order of Accuracy for BVPS for Systems of First Order Nonlinear Odes. Computational Methods in Applied Mathematics. 2004;4(4): 464-493. https://doi.org/10.2478/cmam-2004-0026

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Received: 2004-10-07

Revised: 2004-11-05

Accepted: 2004-11-20

Published Online: 2004

Published in Print: 2004

Articles in the same Issue

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Unsteady Flow of a Two-Layer Blood Stream Past a Tapered Flexible Artery under Stenotic Conditions
A Generalized Relaxation Method for Transport and Diffusion of Pollutant Models in Shallow Water
Solution of a Wave Equation by a Mixed Finite Element - Fictitious Domain Method
Error Estimates and Iterative Procedure for Mixed Finite Element Solution of Second-Order Quasi-Linear Elliptic Problems
A Two Point Difference Scheme of an Arbitrary Order of Accuracy for BVPS for Systems of First Order Nonlinear Odes
Difference Schemes for Elliptic Equations with Mixed Derivatives

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Articles in the same Issue

Peter Vabishchevich-50
Unsteady Flow of a Two-Layer Blood Stream Past a Tapered Flexible Artery under Stenotic Conditions
A Generalized Relaxation Method for Transport and Diffusion of Pollutant Models in Shallow Water
Solution of a Wave Equation by a Mixed Finite Element - Fictitious Domain Method
Error Estimates and Iterative Procedure for Mixed Finite Element Solution of Second-Order Quasi-Linear Elliptic Problems
A Two Point Difference Scheme of an Arbitrary Order of Accuracy for BVPS for Systems of First Order Nonlinear Odes
Difference Schemes for Elliptic Equations with Mixed Derivatives